﻿<?xml version="1.0" encoding="UTF-8"?>
<xbrli:xbrl xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:xbrll="http://www.xbrl.org/2003/linkbase" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:ipp-enc="http://www.cnmv.es/ipp/enc/1-2008/2008-01-01" xmlns:es-be-fs="http://www.bde.es/es/fr/ifrs/basi/bde/4-2004/2006-01-01" xmlns:ipp-com="http://www.cnmv.es/ipp/com/1-2008/2008-01-01" xmlns:dgi-lc-es="http://www.xbrl.org.es/es/2007/dgi/gp/lc-es/2007-05-30" xmlns:dgi-lc-int="http://www.xbrl.org.es/es/2007/dgi/gp/lc-int/2007-05-30" xmlns:ifrs-gp="http://xbrl.iasb.org/int/fr/ifrs/gp/2005-05-15" xmlns:dgi-est-gen="http://www.xbrl.org.es/es/2007/dgi/gp/est-gen/2007-05-30" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:ipp="http://www.cnmv.es/ipp/2008">
  <xbrll:schemaRef xlink:type="simple" xlink:href="ipp-enc-2008-01-01.xsd" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase" />
  <xbrli:context id="S22011_A86085685_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-01-01</xbrli:startDate>
      <xbrli:endDate>2011-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22011_A86085685_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-01-01</xbrli:startDate>
      <xbrli:endDate>2011-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_dpai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_dpac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22011_A86085685_dcoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-07-01</xbrli:startDate>
      <xbrli:endDate>2011-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22011_A86085685_dcoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-07-01</xbrli:startDate>
      <xbrli:endDate>2011-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_dpoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-07-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_dpoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-07-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22011_A86085685_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2011-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22011_A86085685_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2011-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A86085685_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A86085685">BANCO FINANCIERO Y DE AHORROS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <xbrli:unit id="pure">
    <xbrli:measure>xbrli:pure</xbrli:measure>
  </xbrli:unit>
  <ipp-enc:InformeFinancieroEntidadesCredito>
    <ipp-com:IdentificacionInforme>
      <ipp-com:CierreEjercicioInforme contextRef="S22011_A86085685_ici">2011-12-31</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S22011_A86085685_ici">2011</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_E2 contextRef="S22011_A86085685_ici">E2</ipp-com:Xcode_Periodo_E2>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_EN contextRef="S22011_A86085685_ici">EN</ipp-com:Xcode_Modelo_EN>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S22011_A86085685_ici">6.1.0</ipp-com:Version>
    </ipp-com:IdentificacionInforme>
    <ipp-com:DatosIdentificativos>
      <dgi-est-gen:EntityName>
        <dgi-est-gen:LegalName>
          <dgi-est-gen:LegalNameType>
            <dgi-lc-es:Xcode_NMT.DS contextRef="S22011_A86085685_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S22011_A86085685_ici">BANCO FINANCIERO Y DE AHORROS, S.A.</dgi-est-gen:LegalNameValue>
        </dgi-est-gen:LegalName>
      </dgi-est-gen:EntityName>
      <dgi-est-gen:EntityAddress>
        <dgi-est-gen:AddressTypeList>
          <dgi-lc-es:Xcode_ADL.01 contextRef="S22011_A86085685_ici">01</dgi-lc-es:Xcode_ADL.01>
        </dgi-est-gen:AddressTypeList>
        <dgi-est-gen:Address>
          <dgi-est-gen:AddressFormat>
            <dgi-lc-int:Xcode_UN3477.05 contextRef="S22011_A86085685_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S22011_A86085685_ici">Paseo de la Castellana, 189,  28046 Madrid</dgi-est-gen:AddressLine>
        </dgi-est-gen:Address>
      </dgi-est-gen:EntityAddress>
      <dgi-est-gen:Identifier>
        <dgi-est-gen:IdentifierCode>
          <dgi-lc-es:Xcode_IDC.CIF contextRef="S22011_A86085685_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S22011_A86085685_ici">A86085685</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
      <ipp-com:InformacionComplementariaFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S22011_A86085685_dci">Resumen efectos ajustes Grupo BFA.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S22011_A86085685_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S22011_A86085685_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformacionComplementariaFicheroAdjunto>
      <ipp-com:InformacionComplementariaValor contextRef="S22011_A86085685_ici">A la vista de la coyuntura económica y normativa, el contexto previsto de evolución del mercado, las circunstancias sobrevenidas y las recomendaciones y disposiciones de los diversos organismos oficiales, se ha procedido a realizar un análisis de la razonabilidad de las estimaciones sobre la base de la información disponible y de la valoración y riesgo asociado a los activos y compromisos del Grupo existentes al 31 de diciembre de 2011. Los Administradores han considerado que dada la relevancia de la información anterior, como consecuencia de acontecimientos e información sobrevenidos, era necesario formular unas nuevas cuentas anuales individuales y consolidadas del ejercicio 2011 que recogieran los mencionados hechos y modificaciones.

En el fichero adjunto se incluye un resumen de los efectos de los ajustes llevados a cabo en la Cuenta de Pérdidas y Ganancias Consolidada.

Por otro lado, al 31 de diciembre de 2011 se completó el proceso de contabilización inicial relativo al proceso de constitución del Grupo mediante la realización de ajustes a los importes provisionales de los activos y pasivos reconocidos inicialmente en la fecha de adquisición de la combinación  de negocios, para reflejar la nueva información obtenida sobre los hechos y circunstancias que existían a dicha fecha y que, de haber sido conocidos, hubieran supuesto su reconocimiento en el balance de la entidad. Estos ajustes, que en la información periódica previamente publicada estaban incorporados en el ejercicio 2011, se han incluido igualmente en la información comparativa correspondiente al ejercicio 2010 conforme a la normativa vigente.

Para mayor detalle, véanse las cuentas anuales formuladas con fecha 28 de mayo de 2012.
</ipp-com:InformacionComplementariaValor>
    </ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
    <ipp-enc:InformacionFinancieraSeleccionada>
      <ipp-enc:BalanceIndividual>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">120022000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">4597824000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">8568125000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">4486759000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">5750912000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">472126000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">425007000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ipp-enc:ParticipacionesNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">10844852000</ipp-enc:ParticipacionesNacional>
        <ipp-enc:ParticipacionesNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">60000</ipp-enc:ParticipacionesNacional>
        <ifrs-gp:InvestmentsInAssociatesAtCost decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">1621978000</ifrs-gp:InvestmentsInAssociatesAtCost>
        <ifrs-gp:InvestmentsInSubsidiariesAtCost decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">9222874000</ifrs-gp:InvestmentsInSubsidiariesAtCost>
        <ifrs-gp:InvestmentsInSubsidiariesAtCost decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">60000</ifrs-gp:InvestmentsInSubsidiariesAtCost>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">487000</es-be-fs:ActivoMaterialActivoPresentacion>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">487000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">262251000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">51627000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">210624000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">69639000</ifrs-gp:OtherAssetsTotal>
        <ipp-enc:TotalActivoNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">31111245000</ipp-enc:TotalActivoNacional>
        <ipp-enc:TotalActivoNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">4486819000</ipp-enc:TotalActivoNacional>
        <ipp-enc:TotalPasivoNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">35600438000</ipp-enc:TotalPasivoNacional>
        <ipp-enc:TotalPasivoNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">4468779000</ipp-enc:TotalPasivoNacional>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">93007000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">34127856000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">4468779000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">901079000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <es-be-fs:Provisiones decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">18911000</es-be-fs:Provisiones>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">360388000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">24000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">360364000</ifrs-gp:DeferredTaxLiabilities>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">99197000</es-be-fs:OtrosPasivos>
        <ipp-enc:TotalPatrimonioNetoNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-4489193000</ipp-enc:TotalPatrimonioNetoNacional>
        <ipp-enc:TotalPatrimonioNetoNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ipp-enc:TotalPatrimonioNetoNacional>
        <ipp-enc:FondosPropiosNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-4109087000</ipp-enc:FondosPropiosNacional>
        <ipp-enc:FondosPropiosNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ipp-enc:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">27040000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">27040000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">7067618000</ifrs-gp:SharePremiumTotal>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-3940676000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-7263069000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-enc:AjustesValoracionNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-380106000</ipp-enc:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-379521000</ifrs-gp:AvailableForSaleReserves>
        <es-be-fs:CoberturasFlujosEfectivoBalance decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-585000</es-be-fs:CoberturasFlujosEfectivoBalance>
        <ipp-enc:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">31111245000</ipp-enc:TotalPatrimonioNetoPasivoNacional>
        <ipp-enc:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">4486819000</ipp-enc:TotalPatrimonioNetoPasivoNacional>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">3970813000</es-be-fs:RiesgosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">269355000</es-be-fs:CompromisosContingentes>
      </ipp-enc:BalanceIndividual>
      <ipp-enc:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">356572000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">3779000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">770651000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">3779000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-665965000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">-3779000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-1229605000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-3779000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-309393000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-458954000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:MargenIntereses>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">24135000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">67605000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">282000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">516000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-32534000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-95996000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">226571000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">182937000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">1220000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1233000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-6456000</ifrs-gp:OtherOperatingExpenses>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-6456000</ifrs-gp:OtherOperatingExpenses>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-96175000</ipp-enc:MargenBrutoNacional>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:MargenBrutoNacional>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-309115000</ipp-enc:MargenBrutoNacional>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:MargenBrutoNacional>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-10583000</ipp-enc:GastosAdministracion>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-11858000</ipp-enc:GastosAdministracion>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-4776000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-5822000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-5807000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-6036000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-808000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-827000</ifrs-gp:DepreciationAndAmortisation>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-40150000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-41256000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-209499000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-212024000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-357215000</ipp-enc:ResultadoActividadExplotacionNacional>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:ResultadoActividadExplotacionNacional>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-575080000</ipp-enc:ResultadoActividadExplotacionNacional>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:ResultadoActividadExplotacionNacional>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-5427028000</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-5443678000</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">1813000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1777000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-33101000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">70149000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-5815531000</ipp-enc:ResultadoAntesImpuestosNacional>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:ResultadoAntesImpuestosNacional>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-5946832000</ipp-enc:ResultadoAntesImpuestosNacional>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-1361657000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-1316237000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-7177188000</ipp-enc:ResultadoActividadOrdinariaNacional>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:ResultadoActividadOrdinariaNacional>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-7263069000</ipp-enc:ResultadoActividadOrdinariaNacional>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:ResultadoActividadOrdinariaNacional>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S22011_A86085685_dcoi" unitRef="euro">-7177188000</ipp-enc:ResultadoEjercicioNacional>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S22010_A86085685_dpoi" unitRef="euro">0</ipp-enc:ResultadoEjercicioNacional>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-7263069000</ipp-enc:ResultadoEjercicioNacional>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:ResultadoEjercicioNacional>
      </ipp-enc:CuentaPerdidasGananciasIndividual>
      <ipp-enc:EstadoIngresosGastosReconocidosIndividual>
        <es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-7263069000</es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual>
        <es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual>
        <ipp-enc:OtrosIngresosGastosReconocidosNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-380106000</ipp-enc:OtrosIngresosGastosReconocidosNacional>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-542173000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-540670000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-1503000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <es-be-fs:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-836000</es-be-fs:CoberturasFlujosEfectivoPatrimonioNeto>
        <es-be-fs:GananciasPerdidasValoracionCoberturasFlujosEfectivo decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-836000</es-be-fs:GananciasPerdidasValoracionCoberturasFlujosEfectivo>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">162903000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-enc:IngresosGastosTotalesEjercicioNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-7643175000</ipp-enc:IngresosGastosTotalesEjercicioNacional>
        <ipp-enc:IngresosGastosTotalesEjercicioNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:IngresosGastosTotalesEjercicioNacional>
      </ipp-enc:EstadoIngresosGastosReconocidosIndividual>
      <ipp-enc:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">18040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">18040000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">18040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">18040000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-7263069000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-380106000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-7643175000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">9000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">3126942000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">3135942000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:AumentosReduccionesCapitalFondoDotacion>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">9000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">7067618000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">7076618000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:AumentosReduccionesCapitalFondoDotacion>
        <ipp-enc:AumentosReduccionesCapitalFondoDotacion>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:AumentosReduccionesCapitalFondoDotacion>
        <ipp-enc:IncrementosReduccionesCombinacionesNegocio>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-3931070000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-3931070000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:IncrementosReduccionesCombinacionesNegocio>
        <ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-9606000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-9606000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">27040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">3126942000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-7263069000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-380106000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">-4489193000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</ipp-com:CapitalPasivoPatrimonioNeto>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">18040000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
      </ipp-enc:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-enc:EstadoFlujosEfectivoIndividualMetodoIndirecto>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-987391000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-4482980000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-7263069000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ifrs-gp:ProfitLoss>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">6848821000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">827000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">6847994000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-573143000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-4482980000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-3530956000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-4482980000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">2957813000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-8040000</ipp-enc:FlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-60000</ipp-enc:FlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-1621978000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-60000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-1621978000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">-60000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1613938000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">19614000</es-be-fs:ActivosMaterialesDesinversiones>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">315769000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">19987000</ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations>
        <ifrs-gp:ProceedsFromDisposalOfHeldToMaturityInvestments decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1244237000</ifrs-gp:ProceedsFromDisposalOfHeldToMaturityInvestments>
        <ifrs-gp:ProceedsFromDisposalOfOtherAssets decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">14331000</ifrs-gp:ProceedsFromDisposalOfOtherAssets>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1115453000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">4483040000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <ipp-com:PagosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-693547000</ipp-com:PagosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:RepaymentOfSubordinatedLiabilities decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-692962000</ifrs-gp:RepaymentOfSubordinatedLiabilities>
        <ipp-com:OtrosPagosRelacionadosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">-585000</ipp-com:OtrosPagosRelacionadosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1809000000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">4483040000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">1809000000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">4465000000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ifrs-gp:ProceedsFromIssuanceOfEquityInstruments decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ifrs-gp:ProceedsFromIssuanceOfEquityInstruments>
        <ifrs-gp:ProceedsFromIssuanceOfEquityInstruments decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">18040000</ifrs-gp:ProceedsFromIssuanceOfEquityInstruments>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">120022000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional>
        <ipp-enc:EfectivoEquivalentesFinalEjercicioNacional decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">120022000</ipp-enc:EfectivoEquivalentesFinalEjercicioNacional>
        <ipp-enc:EfectivoEquivalentesFinalEjercicioNacional decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:EfectivoEquivalentesFinalEjercicioNacional>
        <ipp-enc:Caja decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">13000</ipp-enc:Caja>
        <ipp-enc:Caja decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:Caja>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">120009000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">120022000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-enc:EstadoFlujosEfectivoIndividualMetodoIndirecto>
      <ipp-enc:BalanceConsolidado>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6400272000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6636387000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">28123824000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">16596095000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">41076000</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">94771000</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">29408736000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">23414085000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">201986726000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">231711104000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">16426799000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">16082092000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">5266486000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3950318000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">5694283000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3266314000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ipp-enc:ParticipacionesNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">5971019000</ipp-enc:ParticipacionesNiif>
        <ipp-enc:ParticipacionesNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6492100000</ipp-enc:ParticipacionesNiif>
        <ifrs-gp:EquityMethodAccountedInvestmentsInAssociates decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">5018940000</ifrs-gp:EquityMethodAccountedInvestmentsInAssociates>
        <ifrs-gp:EquityMethodAccountedInvestmentsInAssociates decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">5117982000</ifrs-gp:EquityMethodAccountedInvestmentsInAssociates>
        <ifrs-gp:OtherEquityMethodAccountedInvestments decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">952079000</ifrs-gp:OtherEquityMethodAccountedInvestments>
        <ifrs-gp:OtherEquityMethodAccountedInvestments decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1374118000</ifrs-gp:OtherEquityMethodAccountedInvestments>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">226947000</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">246839000</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ActivosReaseguros decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1100000</es-be-fs:ActivosReaseguros>
        <es-be-fs:ActivosReaseguros decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1182000</es-be-fs:ActivosReaseguros>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">3764497000</es-be-fs:ActivoMaterialActivoPresentacion>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">5952430000</es-be-fs:ActivoMaterialActivoPresentacion>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">3072791000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3871500000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">691706000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2080930000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">226859000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">272886000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">40801000</ifrs-gp:GoodwillNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">66078000</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">186058000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">206808000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6832902000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6239260000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">184851000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">282950000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6648051000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">5956310000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1971203000</ifrs-gp:OtherAssetsTotal>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3390108000</ifrs-gp:OtherAssetsTotal>
        <ipp-enc:TotalActivoNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">312342729000</ipp-enc:TotalActivoNiif>
        <ipp-enc:TotalActivoNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">324345971000</ipp-enc:TotalActivoNiif>
        <ipp-enc:TotalPasivoNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">309595073000</ipp-enc:TotalPasivoNiif>
        <ipp-enc:TotalPasivoNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">317603792000</ipp-enc:TotalPasivoNiif>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">26499739000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">14062812000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">276919327000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">297200063000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2025157000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1002695000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">32841000</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">23963000</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ipp-enc:PasivosContratosSegurosReaseguros decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">355928000</ipp-enc:PasivosContratosSegurosReaseguros>
        <ipp-enc:PasivosContratosSegurosReaseguros decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">357959000</ipp-enc:PasivosContratosSegurosReaseguros>
        <es-be-fs:Provisiones decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1308172000</es-be-fs:Provisiones>
        <es-be-fs:Provisiones decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2345368000</es-be-fs:Provisiones>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1454205000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1238684000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">111761000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">119444000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1342444000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1119240000</ifrs-gp:DeferredTaxLiabilities>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">303190000</es-be-fs:FondoObraSocial>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">363450000</es-be-fs:FondoObraSocial>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">696514000</es-be-fs:OtrosPasivos>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">1008798000</es-be-fs:OtrosPasivos>
        <ipp-enc:TotalPatrimonioNetoNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2747656000</ipp-enc:TotalPatrimonioNetoNiif>
        <ipp-enc:TotalPatrimonioNetoNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6742179000</ipp-enc:TotalPatrimonioNetoNiif>
        <ipp-enc:FondosPropiosNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-3462695000</ipp-enc:FondosPropiosNiif>
        <ipp-enc:FondosPropiosNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548787000</ipp-enc:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">30000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">30000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">30000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">30000</ifrs-gp:IssuedCapital>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-144377000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548757000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-3318348000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <ipp-enc:AjustesValoracionNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-801410000</ipp-enc:AjustesValoracionNiif>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-613499000</ifrs-gp:AvailableForSaleReserves>
        <es-be-fs:CoberturasFlujosEfectivoBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-37911000</es-be-fs:CoberturasFlujosEfectivoBalance>
        <es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">7173000</es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance>
        <ifrs-gp:TranslationReserves decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6928000</ifrs-gp:TranslationReserves>
        <ipp-com:EntidadesValoradasMetodoParticipacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-164101000</ipp-com:EntidadesValoradasMetodoParticipacion>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-4264105000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548787000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">7011761000</ifrs-gp:MinorityInterest>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2193392000</ifrs-gp:MinorityInterest>
        <ipp-enc:AjustesValoracionInteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-343609000</ipp-enc:AjustesValoracionInteresesMinoritarios>
        <ipp-enc:RestoInteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">7355370000</ipp-enc:RestoInteresesMinoritarios>
        <ipp-enc:RestoInteresesMinoritarios decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2193392000</ipp-enc:RestoInteresesMinoritarios>
        <ipp-enc:TotalPatrimonioNetoPasivoNiif decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">312342729000</ipp-enc:TotalPatrimonioNetoPasivoNiif>
        <ipp-enc:TotalPatrimonioNetoPasivoNiif decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">324345971000</ipp-enc:TotalPatrimonioNetoPasivoNiif>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">10359498000</es-be-fs:RiesgosContingentes>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">14272258000</es-be-fs:RiesgosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">31921455000</es-be-fs:CompromisosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">38566857000</es-be-fs:CompromisosContingentes>
      </ipp-enc:BalanceConsolidado>
      <ipp-enc:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">4980532000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">8983956000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">3779000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-3739114000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-6598941000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">-3779000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">1241418000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">2385015000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:MargenIntereses>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">13370000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">33916000</ifrs-gp:DividendIncomeTotal>
        <es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">71038000</es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado>
        <es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">310599000</es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">562528000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">1213644000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-79845000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-182242000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">416491000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">720284000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">15789000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">27148000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">168883000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">369111000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-289625000</ifrs-gp:OtherOperatingExpenses>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-511977000</ifrs-gp:OtherOperatingExpenses>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">2120047000</ipp-enc:MargenBrutoNiif>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:MargenBrutoNiif>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">4365498000</ipp-enc:MargenBrutoNiif>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:MargenBrutoNiif>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-1155925000</ipp-enc:GastosAdministracion>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-2310122000</ipp-enc:GastosAdministracion>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-779996000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1519123000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-375929000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-790999000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-147018000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-313251000</ifrs-gp:DepreciationAndAmortisation>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-225839000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-193690000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-2878646000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-3474803000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-2287381000</ipp-enc:ResultadoActividadExplotacionNiif>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:ResultadoActividadExplotacionNiif>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1926368000</ipp-enc:ResultadoActividadExplotacionNiif>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:ResultadoActividadExplotacionNiif>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-936504000</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-971044000</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">6340000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">98000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-2055789000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-2022995000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-5273334000</ipp-enc:ResultadoAntesImpuestosNiif>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:ResultadoAntesImpuestosNiif>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4920309000</ipp-enc:ResultadoAntesImpuestosNiif>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-10620000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-26766000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-5283954000</ipp-enc:ResultadoActividadOrdinariaNiif>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:ResultadoActividadOrdinariaNiif>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4947075000</ipp-enc:ResultadoActividadOrdinariaNiif>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:ResultadoActividadOrdinariaNiif>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-3194000</es-be-fs:ResultadoOperacionesInterrumpidas>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-5093000</es-be-fs:ResultadoOperacionesInterrumpidas>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-5287148000</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4952168000</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-3637549000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-3318348000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22011_A86085685_dcoc" unitRef="euro">-1649599000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22010_A86085685_dpoc" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1633820000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22011_A86085685_dcoc" unitRef="pure">0.00</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A86085685_dpoc" unitRef="pure">0.00</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22011_A86085685_dcc" unitRef="pure">-122.50</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A86085685_dpac" unitRef="pure">0.00</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22011_A86085685_dcoc" unitRef="pure">0.00</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A86085685_dpoc" unitRef="pure">0.00</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22011_A86085685_dcc" unitRef="pure">-122.50</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A86085685_dpac" unitRef="pure">0.00</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-enc:CuentaPerdidasGananciasConsolidada>
      <ipp-enc:EstadoIngresosGastosReconocidosConsolidado>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4952168000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <ipp-enc:OtrosIngresosGastosReconocidosNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1145019000</ipp-enc:OtrosIngresosGastosReconocidosNiif>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1238196000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1141761000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-96435000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <es-be-fs:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-112059000</es-be-fs:CoberturasFlujosEfectivoPatrimonioNeto>
        <es-be-fs:GananciasPerdidasValoracionCoberturasFlujosEfectivo decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-114042000</es-be-fs:GananciasPerdidasValoracionCoberturasFlujosEfectivo>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasCoberturasFlujosEfectivo decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">1983000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasCoberturasFlujosEfectivo>
        <es-be-fs:CoberturasInversionesNetasNegociosExtranjeroPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">19551000</es-be-fs:CoberturasInversionesNetasNegociosExtranjeroPatrimonioNeto>
        <es-be-fs:GananciasPerdidasValoracionCoberturasInversionesNetasNegociosExtranjero decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">19551000</es-be-fs:GananciasPerdidasValoracionCoberturasInversionesNetasNegociosExtranjero>
        <es-be-fs:DiferenciasCambioPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">13011000</es-be-fs:DiferenciasCambioPatrimonioNeto>
        <es-be-fs:GananciasPerdidasConversion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">13011000</es-be-fs:GananciasPerdidasConversion>
        <ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-226537000</ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos>
        <ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-226537000</ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">399211000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-enc:IngresosGastosTotalesEjercicioNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-6097187000</ipp-enc:IngresosGastosTotalesEjercicioNiif>
        <ipp-enc:IngresosGastosTotalesEjercicioNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</ipp-enc:IngresosGastosTotalesEjercicioNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4119758000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1977429000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
      </ipp-enc:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-enc:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">4548757000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2193392000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6742179000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">4548757000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2193392000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6742179000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-3318348000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-801410000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-1977429000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-6097187000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-4693134000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6795798000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2102664000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548757000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2193392000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6742179000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:TraspasosPartidasPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-6009797000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">6009797000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TraspasosPartidasPatrimonioNeto>
        <ipp-enc:IncrementosReduccionesCombinacionesNegocio>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548757000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2193392000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6742179000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:IncrementosReduccionesCombinacionesNegocio>
        <ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">1316663000</ipp-com:PrimaEmisionReservas>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">786001000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2102664000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-144377000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-3318348000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">-801410000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">7011761000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">2747656000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">30000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">4548757000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">0</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">2193392000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">6742179000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
      </ipp-enc:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-enc:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">1987693000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">-4482980000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-4952168000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">0</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">5954445000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">313251000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">5641194000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">985416000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">-4482980000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">18445753000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">-4482980000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-17460337000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-79582000</ipp-enc:FlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636327000</ipp-enc:FlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-994571000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif>
        <ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-129289000</ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment>
        <ifrs-gp:PaymentsToAcquireIntangibleAssets decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-46799000</ifrs-gp:PaymentsToAcquireIntangibleAssets>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-16228000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ipp-enc:EntidadesDependientesOtrasUnidadesNegocioPagos decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-428063000</ipp-enc:EntidadesDependientesOtrasUnidadesNegocioPagos>
        <ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-346851000</ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments>
        <ifrs-gp:PaymentsToAcquireOtherAssets decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-27341000</ifrs-gp:PaymentsToAcquireOtherAssets>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">914989000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636327000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">19614000</es-be-fs:ActivosMaterialesDesinversiones>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">467354000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ipp-enc:EntidadesDependientesOtrasUnidadesNegocioCobros decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636327000</ipp-enc:EntidadesDependientesOtrasUnidadesNegocioCobros>
        <ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">428021000</ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-2144226000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">4483040000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <ipp-com:PagosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-8596415000</ipp-com:PagosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:RepaymentOfSubordinatedLiabilities decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-1382271000</ifrs-gp:RepaymentOfSubordinatedLiabilities>
        <ipp-com:OtrosPagosRelacionadosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-7214144000</ipp-com:OtrosPagosRelacionadosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">6452189000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">4483040000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ipp-com:OtrosCobrosRelacionadosActividadesFinanciacion decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">6452189000</ipp-com:OtrosCobrosRelacionadosActividadesFinanciacion>
        <ipp-com:OtrosCobrosRelacionadosActividadesFinanciacion decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">4483040000</ipp-com:OtrosCobrosRelacionadosActividadesFinanciacion>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">-236115000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636387000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">6636387000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-enc:EfectivoEquivalentesFinalPeriodoNiif decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">6400272000</ipp-enc:EfectivoEquivalentesFinalPeriodoNiif>
        <ipp-enc:EfectivoEquivalentesFinalPeriodoNiif decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636387000</ipp-enc:EfectivoEquivalentesFinalPeriodoNiif>
        <ipp-enc:Caja decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">838135000</ipp-enc:Caja>
        <ipp-enc:Caja decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">1017458000</ipp-enc:Caja>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">5562137000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">5618929000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22011_A86085685_dcc" unitRef="euro">6400272000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22010_A86085685_dpac" unitRef="euro">6636387000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-enc:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:DividendosPagados>
        <ipp-com:AccionesOrdinarias>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:AccionesPrivilegiadas>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesPrivilegiadas>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
        <ipp-com:DividendosCargoResultados>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
        <ipp-com:DividendosCargoReservasPrimaEmision>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoReservasPrimaEmision>
        <ipp-com:DividendosEspecie>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22011_A86085685_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A86085685_dpai" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22011_A86085685_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A86085685_dpai" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22011_A86085685_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A86085685_dpai" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosEspecie>
      </ipp-com:DividendosPagados>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">770651000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">3779000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">8789779000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3779000</ipp-com:MercadoInterior>
          <ipp-com:Exportacion decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">194177000</ipp-com:Exportacion>
          <ipp-com:UnionEuropea decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">49862000</ipp-com:UnionEuropea>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">135198000</ipp-com:PaisesOCDE>
          <ipp-com:RestoPaises decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">9117000</ipp-com:RestoPaises>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">770651000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">3779000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">8983956000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">3779000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">32</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">23107</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">27159</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">23</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">11721</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">14758</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22011_A86085685_ici" unitRef="euro">9</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22010_A86085685_ipai" unitRef="euro">0</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22011_A86085685_icc" unitRef="euro">11386</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22010_A86085685_ipac" unitRef="euro">12401</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
    </ipp-enc:InformacionFinancieraSeleccionada>
  </ipp-enc:InformeFinancieroEntidadesCredito>
</xbrli:xbrl>