﻿<?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="S12010_G-37244191_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</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>2010-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_G-37244191_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</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>2010-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_dpfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_dpfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_G-37244191_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_G-37244191_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_ipfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>EN</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12009_G-37244191_ipfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/G-37244191">CAJA DE AHORROS DE SALAMANCA Y SORIA</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-06-30</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="S12010_G-37244191_ici">2010-06-30</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S12010_G-37244191_ici">2010</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S1 contextRef="S12010_G-37244191_ici">S1</ipp-com:Xcode_Periodo_S1>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_EN contextRef="S12010_G-37244191_ici">EN</ipp-com:Xcode_Modelo_EN>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S12010_G-37244191_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="S12010_G-37244191_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S12010_G-37244191_ici">CAJA DE AHORROS DE SALAMANCA Y SORIA</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="S12010_G-37244191_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="S12010_G-37244191_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S12010_G-37244191_ici">Plaza de los Bandos, 15-17  37002-Salamanca</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="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">G-37244191</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada />
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S12010_G-37244191_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">JULIO FERMOSO GARCIA</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">PRESIDENTE</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">ISAÍAS GARCÍA MONGE</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VICEPRESIDENTE 1º</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">GERARDO PASTOR RAMOS</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VICEPRESIDENTE 2º</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">VICTORIANO PEDRAZ FUENTES</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VICEPRESIDENTE 3º</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">FERNANDO JAVIER RODRÍGUEZ ALONSO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">ANGELES ARMISÉN PEDREJÓN</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">FELIPE TOMAS CANILLAS MARTÍN</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">LUIS ENRIQUE CLEMENTE CUBILLAS</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">FERNANDO CORRAL CORRAL</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">CARLOS MARTÍNEZ MÍNGUEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">VICENTE DE LA PEÑA ROBLEDO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">AGUSTÍN PRIETO GONZÁLEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">MARIA ENCARNACIÓN REDONDO JIMÉNEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">FRANCISCO RUBIO GARCÉS</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">CRISTINA VIDAL FERNÁNDEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12010_G-37244191_ici">JUAN ANTONIO MARTÍN MESONERO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12010_G-37244191_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12010_G-37244191_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12010_G-37244191_ici">VOCAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S12010_G-37244191_ici">2010-07-27</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-enc:InformacionFinancieraSeleccionada>
      <ipp-enc:BalanceIndividual>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">96492000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">247592000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">148218000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">439327000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1463331000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">968202000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">13797998000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">15061822000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">4187838000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">3046032000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">10894000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">55486000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">339571000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">250152000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ipp-enc:ParticipacionesNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">440506000</ipp-enc:ParticipacionesNacional>
        <ipp-enc:ParticipacionesNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">400217000</ipp-enc:ParticipacionesNacional>
        <ifrs-gp:InvestmentsInAssociatesAtCost decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">158905000</ifrs-gp:InvestmentsInAssociatesAtCost>
        <ifrs-gp:InvestmentsInAssociatesAtCost decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">127772000</ifrs-gp:InvestmentsInAssociatesAtCost>
        <ifrs-gp:InvestmentsInJointVenturesAtCost decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">109157000</ifrs-gp:InvestmentsInJointVenturesAtCost>
        <ifrs-gp:InvestmentsInJointVenturesAtCost decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">100001000</ifrs-gp:InvestmentsInJointVenturesAtCost>
        <ifrs-gp:InvestmentsInSubsidiariesAtCost decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">172444000</ifrs-gp:InvestmentsInSubsidiariesAtCost>
        <ifrs-gp:InvestmentsInSubsidiariesAtCost decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">172444000</ifrs-gp:InvestmentsInSubsidiariesAtCost>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">6674000</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">6674000</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">609193000</es-be-fs:ActivoMaterialActivoPresentacion>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">600120000</es-be-fs:ActivoMaterialActivoPresentacion>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">437090000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">438217000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">172103000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">161903000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">29000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">70000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:GoodwillNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">29000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">70000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">190587000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">156559000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">23133000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">56543000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">167454000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">100016000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">15965000</ifrs-gp:OtherAssetsTotal>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">9630000</ifrs-gp:OtherAssetsTotal>
        <ipp-enc:TotalActivoNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">21307296000</ipp-enc:TotalActivoNacional>
        <ipp-enc:TotalActivoNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">21241883000</ipp-enc:TotalActivoNacional>
        <ipp-enc:TotalPasivoNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">20224549000</ipp-enc:TotalPasivoNacional>
        <ipp-enc:TotalPasivoNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">20054854000</ipp-enc:TotalPasivoNacional>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">99204000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">77743000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">19853788000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">19699758000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">29000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">7620000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <es-be-fs:Provisiones decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">155944000</es-be-fs:Provisiones>
        <es-be-fs:Provisiones decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">134047000</es-be-fs:Provisiones>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">62315000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">86526000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">2830000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">3131000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">59485000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">83395000</ifrs-gp:DeferredTaxLiabilities>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">30058000</es-be-fs:FondoObraSocial>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">34309000</es-be-fs:FondoObraSocial>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">23211000</es-be-fs:OtrosPasivos>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">14851000</es-be-fs:OtrosPasivos>
        <ipp-enc:CapitalReembolsableVista decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:CapitalReembolsableVista>
        <ipp-enc:CapitalReembolsableVista decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:CapitalReembolsableVista>
        <ipp-enc:TotalPatrimonioNetoNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1082747000</ipp-enc:TotalPatrimonioNetoNacional>
        <ipp-enc:TotalPatrimonioNetoNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1187029000</ipp-enc:TotalPatrimonioNetoNacional>
        <ipp-enc:FondosPropiosNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1185945000</ipp-enc:FondosPropiosNacional>
        <ipp-enc:FondosPropiosNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1163076000</ipp-enc:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:SharePremiumTotal>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1163076000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1113330000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">22869000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">49746000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-enc:AjustesValoracionNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-103198000</ipp-enc:AjustesValoracionNacional>
        <ipp-enc:AjustesValoracionNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">23953000</ipp-enc:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-103198000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">23953000</ifrs-gp:AvailableForSaleReserves>
        <es-be-fs:CoberturasFlujosEfectivoBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:CoberturasFlujosEfectivoBalance>
        <es-be-fs:CoberturasFlujosEfectivoBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:CoberturasFlujosEfectivoBalance>
        <es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance>
        <es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:CoberturasInversionesNetasNegociosExtranjeroBalance>
        <ifrs-gp:TranslationReserves decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:TranslationReserves>
        <ifrs-gp:TranslationReserves decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:TranslationReserves>
        <ifrs-gp:CumulativeIncomeExpenseRelatingToNonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:CumulativeIncomeExpenseRelatingToNonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:CumulativeIncomeExpenseRelatingToNonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:CumulativeIncomeExpenseRelatingToNonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ipp-enc:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">21307296000</ipp-enc:TotalPatrimonioNetoPasivoNacional>
        <ipp-enc:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">21241883000</ipp-enc:TotalPatrimonioNetoPasivoNacional>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">804076000</es-be-fs:RiesgosContingentes>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">854308000</es-be-fs:RiesgosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1806903000</es-be-fs:CompromisosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">2138614000</es-be-fs:CompromisosContingentes>
      </ipp-enc:BalanceIndividual>
      <ipp-enc:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">278042000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">421003000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-151176000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-255429000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ipp-enc:RemuneracionCapitalReembolsableVista decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-enc:RemuneracionCapitalReembolsableVista>
        <ipp-enc:RemuneracionCapitalReembolsableVista decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-enc:RemuneracionCapitalReembolsableVista>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">126866000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">165574000</ipp-enc:MargenIntereses>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">13828000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">42136000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">35290000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">38712000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-2676000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-3096000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">62210000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">21531000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">143000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">102000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">8923000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">7720000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-7607000</ifrs-gp:OtherOperatingExpenses>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-4018000</ifrs-gp:OtherOperatingExpenses>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">236977000</ipp-enc:MargenBrutoNacional>
        <ipp-enc:MargenBrutoNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">268661000</ipp-enc:MargenBrutoNacional>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-110340000</ipp-enc:GastosAdministracion>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-113101000</ipp-enc:GastosAdministracion>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-77627000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-79003000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-32713000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-34098000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-6668000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-7392000</ifrs-gp:DepreciationAndAmortisation>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-28408000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">8278000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-53995000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-79627000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">37566000</ipp-enc:ResultadoActividadExplotacionNacional>
        <ipp-enc:ResultadoActividadExplotacionNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">76819000</ipp-enc:ResultadoActividadExplotacionNacional>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-3081000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-615000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ifrs-gp:NegativeGoodwillImmediatelyRecognised decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ifrs-gp:NegativeGoodwillImmediatelyRecognised>
        <ifrs-gp:NegativeGoodwillImmediatelyRecognised decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ifrs-gp:NegativeGoodwillImmediatelyRecognised>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-6169000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">28316000</ipp-enc:ResultadoAntesImpuestosNacional>
        <ipp-enc:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">76204000</ipp-enc:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-5447000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-9484000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-enc:DotacionObligatoriaObrasFondosSociales decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-enc:DotacionObligatoriaObrasFondosSociales>
        <ipp-enc:DotacionObligatoriaObrasFondosSociales decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-enc:DotacionObligatoriaObrasFondosSociales>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">22869000</ipp-enc:ResultadoActividadOrdinariaNacional>
        <ipp-enc:ResultadoActividadOrdinariaNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">66720000</ipp-enc:ResultadoActividadOrdinariaNacional>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</es-be-fs:ResultadoOperacionesInterrumpidas>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</es-be-fs:ResultadoOperacionesInterrumpidas>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">22869000</ipp-enc:ResultadoEjercicioNacional>
        <ipp-enc:ResultadoEjercicioNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">66720000</ipp-enc:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12010_G-37244191_dci" unitRef="pure">0.00</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="pure">0.00</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12010_G-37244191_dci" unitRef="pure">0.00</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="pure">0.00</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-enc:CuentaPerdidasGananciasIndividual>
      <ipp-enc:EstadoIngresosGastosReconocidosIndividual>
        <es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">22869000</es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual>
        <es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">66720000</es-be-fs:ResultadoEjercicioPatrimonioNetoIndividual>
        <ipp-enc:OtrosIngresosGastosReconocidosNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-127151000</ipp-enc:OtrosIngresosGastosReconocidosNacional>
        <ipp-enc:OtrosIngresosGastosReconocidosNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-15030000</ipp-enc:OtrosIngresosGastosReconocidosNacional>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-163986000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-16107000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-122783000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-3591000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-41203000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-12516000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">36835000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1077000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-enc:IngresosGastosTotalesEjercicioNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-104282000</ipp-enc:IngresosGastosTotalesEjercicioNacional>
        <ipp-enc:IngresosGastosTotalesEjercicioNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">51690000</ipp-enc:IngresosGastosTotalesEjercicioNacional>
      </ipp-enc:EstadoIngresosGastosReconocidosIndividual>
      <ipp-enc:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1113330000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">49746000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">23953000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1187029000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1044149000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">87181000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-30260000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1101070000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1113330000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">49746000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">23953000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1187029000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1044149000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">87181000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-30260000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1101070000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">22869000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-127151000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-104282000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">66720000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-15030000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">51690000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">49746000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-49746000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">69181000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-87181000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-18000000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:TraspasosPartidasPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">49746000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-49746000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TraspasosPartidasPatrimonioNeto>
        <ipp-enc:TraspasosPartidasPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">69181000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-69181000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TraspasosPartidasPatrimonioNeto>
        <ipp-enc:DotacionObrasFondosSociales>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-18000000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-18000000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:DotacionObrasFondosSociales>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1163076000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">22869000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">-103198000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1082747000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1113330000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">66720000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">-45290000</es-be-fs:AjustesValoracion>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1134760000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
      </ipp-enc:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-enc:EstadoFlujosEfectivoIndividualMetodoIndirecto>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">989956000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1851396000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNacional>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">22869000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">66720000</ifrs-gp:ProfitLoss>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">98361000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">91175000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">6668000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">7392000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">91693000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">83783000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">863279000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1693501000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">674255000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1904745000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">189024000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-211244000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">5447000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-1141115000</ipp-enc:FlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-1755235000</ipp-enc:FlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-1171942000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-1756890000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNacional>
        <ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-18412000</ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment>
        <ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-13251000</ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment>
        <ifrs-gp:PaymentsToAcquireIntangibleAssets decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-11000</ifrs-gp:PaymentsToAcquireIntangibleAssets>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-11724000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-63908000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ifrs-gp:PaymentsToAcquireNonCurrentAssetsAndDisposalGroupsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-107377000</ifrs-gp:PaymentsToAcquireNonCurrentAssetsAndDisposalGroupsHeldForSaleAndDiscontinuedOperations>
        <ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-1141806000</ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments>
        <ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-1572343000</ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">30827000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1655000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNacional>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">779000</es-be-fs:ActivosMaterialesDesinversiones>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1655000</es-be-fs:ActivosMaterialesDesinversiones>
        <ifrs-gp:ProceedsFromDisposalOfIntangibleAssets decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">41000</ifrs-gp:ProceedsFromDisposalOfIntangibleAssets>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">127000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">29880000</ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">59000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">134047000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <ipp-com:PagosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-27854000</ipp-com:PagosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:RepaymentOfSubordinatedLiabilities decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-27854000</ifrs-gp:RepaymentOfSubordinatedLiabilities>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">59000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">161901000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">59000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">161901000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-151100000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">230208000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">247592000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">154519000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-enc:EfectivoEquivalentesFinalEjercicioNacional decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">96492000</ipp-enc:EfectivoEquivalentesFinalEjercicioNacional>
        <ipp-enc:EfectivoEquivalentesFinalEjercicioNacional decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">384727000</ipp-enc:EfectivoEquivalentesFinalEjercicioNacional>
        <ipp-enc:Caja decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">63706000</ipp-enc:Caja>
        <ipp-enc:Caja decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">67544000</ipp-enc:Caja>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">32786000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">317183000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">96492000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">384727000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-enc:EstadoFlujosEfectivoIndividualMetodoIndirecto>
      <ipp-enc:BalanceConsolidado>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">96526000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:CashAndBalancesWithCentralBanks decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">247667000</ifrs-gp:CashAndBalancesWithCentralBanks>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">148218000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">439327000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1705864000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1124768000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13699910000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">15065505000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">4187838000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">3046032000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:AssetRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">10893000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <es-be-fs:DerivadosCoberturaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">55486000</es-be-fs:DerivadosCoberturaActivoPresentacion>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">367302000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">295700000</ifrs-gp:NonCurrentAssetsAndDisposalGroupsHeldForSale>
        <ipp-enc:ParticipacionesNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">271584000</ipp-enc:ParticipacionesNiif>
        <ipp-enc:ParticipacionesNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">230984000</ipp-enc:ParticipacionesNiif>
        <ifrs-gp:EquityMethodAccountedInvestmentsInAssociates decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">271584000</ifrs-gp:EquityMethodAccountedInvestmentsInAssociates>
        <ifrs-gp:EquityMethodAccountedInvestmentsInAssociates decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">230984000</ifrs-gp:EquityMethodAccountedInvestmentsInAssociates>
        <ifrs-gp:OtherEquityMethodAccountedInvestments decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:OtherEquityMethodAccountedInvestments>
        <ifrs-gp:OtherEquityMethodAccountedInvestments decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:OtherEquityMethodAccountedInvestments>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ContratosSegurosVinculadosPensiones decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:ContratosSegurosVinculadosPensiones>
        <es-be-fs:ActivosReaseguros decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">5767000</es-be-fs:ActivosReaseguros>
        <es-be-fs:ActivosReaseguros decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">5859000</es-be-fs:ActivosReaseguros>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">614114000</es-be-fs:ActivoMaterialActivoPresentacion>
        <es-be-fs:ActivoMaterialActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">605226000</es-be-fs:ActivoMaterialActivoPresentacion>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">442009000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">443283000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">172105000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">161943000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">2287000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">2371000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1522000</ifrs-gp:GoodwillNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1540000</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">765000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">831000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">199470000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:TaxAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">164735000</ifrs-gp:TaxAssetsTotal>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">26937000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">61437000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">172533000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">103298000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">130245000</ifrs-gp:OtherAssetsTotal>
        <ifrs-gp:OtherAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">106071000</ifrs-gp:OtherAssetsTotal>
        <ipp-enc:TotalActivoNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">21440018000</ipp-enc:TotalActivoNiif>
        <ipp-enc:TotalActivoNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">21389731000</ipp-enc:TotalActivoNiif>
        <ipp-enc:TotalPasivoNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">20286746000</ipp-enc:TotalPasivoNiif>
        <ipp-enc:TotalPasivoNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">20150741000</ipp-enc:TotalPasivoNiif>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">99204000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">77743000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">19867168000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">19695516000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:LiabilityRecognisedForFairValueChangesOfHedgedItemInPortfolioHedgeOfInterestRateRisk>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">29000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <es-be-fs:DerivadosCoberturaPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">7620000</es-be-fs:DerivadosCoberturaPasivoPresentacion>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">32139000</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">49369000</ifrs-gp:LiabilitiesIncludedInDisposalGroupsClassifiedAsHeldForSale>
        <ipp-enc:PasivosContratosSegurosReaseguros decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">23320000</ipp-enc:PasivosContratosSegurosReaseguros>
        <ipp-enc:PasivosContratosSegurosReaseguros decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">23465000</ipp-enc:PasivosContratosSegurosReaseguros>
        <es-be-fs:Provisiones decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">122671000</es-be-fs:Provisiones>
        <es-be-fs:Provisiones decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">131141000</es-be-fs:Provisiones>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">87157000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:TaxLiabilitiesTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">115116000</ifrs-gp:TaxLiabilitiesTotal>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">6131000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">9818000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">81026000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">105298000</ifrs-gp:DeferredTaxLiabilities>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">30058000</es-be-fs:FondoObraSocial>
        <es-be-fs:FondoObraSocial decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">34309000</es-be-fs:FondoObraSocial>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">25000000</es-be-fs:OtrosPasivos>
        <es-be-fs:OtrosPasivos decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">16462000</es-be-fs:OtrosPasivos>
        <ipp-enc:CapitalReembolsableVista decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:CapitalReembolsableVista>
        <ipp-enc:CapitalReembolsableVista decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:CapitalReembolsableVista>
        <ipp-enc:TotalPatrimonioNetoNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1153272000</ipp-enc:TotalPatrimonioNetoNiif>
        <ipp-enc:TotalPatrimonioNetoNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1238990000</ipp-enc:TotalPatrimonioNetoNiif>
        <ipp-enc:FondosPropiosNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1197623000</ipp-enc:FondosPropiosNiif>
        <ipp-enc:FondosPropiosNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1183308000</ipp-enc:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:SharePremiumTotal>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1184296000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:ReservasFondosPropios decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1160786000</es-be-fs:ReservasFondosPropios>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13327000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">22522000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <ipp-enc:AjustesValoracionNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-45111000</ipp-enc:AjustesValoracionNiif>
        <ipp-enc:AjustesValoracionNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">55563000</ipp-enc:AjustesValoracionNiif>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-45804000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">59983000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:TranslationReserves decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">88000</ifrs-gp:TranslationReserves>
        <ifrs-gp:TranslationReserves decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">210000</ifrs-gp:TranslationReserves>
        <ipp-com:EntidadesValoradasMetodoParticipacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">605000</ipp-com:EntidadesValoradasMetodoParticipacion>
        <ipp-com:EntidadesValoradasMetodoParticipacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">-4630000</ipp-com:EntidadesValoradasMetodoParticipacion>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ipp-com:OtrosAjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-com:OtrosAjustesValoracion>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1152512000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1238871000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">760000</ifrs-gp:MinorityInterest>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">119000</ifrs-gp:MinorityInterest>
        <ipp-enc:AjustesValoracionInteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:AjustesValoracionInteresesMinoritarios>
        <ipp-enc:AjustesValoracionInteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:AjustesValoracionInteresesMinoritarios>
        <ipp-enc:RestoInteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">760000</ipp-enc:RestoInteresesMinoritarios>
        <ipp-enc:RestoInteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">119000</ipp-enc:RestoInteresesMinoritarios>
        <ipp-enc:TotalPatrimonioNetoPasivoNiif decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">21440018000</ipp-enc:TotalPatrimonioNetoPasivoNiif>
        <ipp-enc:TotalPatrimonioNetoPasivoNiif decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">21389731000</ipp-enc:TotalPatrimonioNetoPasivoNiif>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">821226000</es-be-fs:RiesgosContingentes>
        <es-be-fs:RiesgosContingentes decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">870217000</es-be-fs:RiesgosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1719607000</es-be-fs:CompromisosContingentes>
        <es-be-fs:CompromisosContingentes decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">2118122000</es-be-fs:CompromisosContingentes>
      </ipp-enc:BalanceConsolidado>
      <ipp-enc:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">278330000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestIncomeTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">421040000</ifrs-gp:InterestIncomeTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-151737000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ifrs-gp:InterestExpenseTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-257152000</ifrs-gp:InterestExpenseTotalFinancialInstitutions>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">126593000</ipp-enc:MargenIntereses>
        <ipp-enc:MargenIntereses decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">163888000</ipp-enc:MargenIntereses>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">3705000</ifrs-gp:DividendIncomeTotal>
        <ifrs-gp:DividendIncomeTotal decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">18932000</ifrs-gp:DividendIncomeTotal>
        <es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-7501000</es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado>
        <es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-11993000</es-be-fs:ResultadoEntidadesValoradasMetodoParticipacionNetoDividendosAjustesResultado>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">37840000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionIncomeTotal decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">41869000</ifrs-gp:FeesAndCommissionIncomeTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-4967000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <ifrs-gp:FeesAndCommissionExpenseTotal decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-4279000</ifrs-gp:FeesAndCommissionExpenseTotal>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">32103000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <es-be-fs:ResultadosOperacionesFinancierasNeto decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">34100000</es-be-fs:ResultadosOperacionesFinancierasNeto>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">143000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">102000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">35114000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">39479000</ifrs-gp:OtherOperatingIncomeTotalFinancialInstitutions>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-28170000</ifrs-gp:OtherOperatingExpenses>
        <ifrs-gp:OtherOperatingExpenses decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-27342000</ifrs-gp:OtherOperatingExpenses>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">194860000</ipp-enc:MargenBrutoNiif>
        <ipp-enc:MargenBrutoNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">254756000</ipp-enc:MargenBrutoNiif>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-115365000</ipp-enc:GastosAdministracion>
        <ipp-enc:GastosAdministracion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-117603000</ipp-enc:GastosAdministracion>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-80525000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-81836000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-34840000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:OtherAdministrativeExpenses decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-35767000</ifrs-gp:OtherAdministrativeExpenses>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-6982000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-7766000</ifrs-gp:DepreciationAndAmortisation>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">730000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <es-be-fs:DotacionesProvisionesNetoPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">8278000</es-be-fs:DotacionesProvisionesNetoPerdidasGanancias>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-54139000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-80044000</ifrs-gp:ImpairmentLossesReversalsFinancialInstrumentsNet>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">19104000</ipp-enc:ResultadoActividadExplotacionNiif>
        <ipp-enc:ResultadoActividadExplotacionNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">57621000</ipp-enc:ResultadoActividadExplotacionNiif>
        <ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">7000</ifrs-gp:ImpairmentLossesReversalsTangibleAndIntangibleAssetsNet>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-1296000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-510000</ipp-enc:GananciasPerdidasBajaActivosNoClasificadosComoNoCorrientesVenta>
        <ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-6169000</ipp-enc:ResultadoActivosNoCorrientesGruposDisposicionVentaNoClasificadosOperacionesInterrumpidas>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">11639000</ipp-enc:ResultadoAntesImpuestosNiif>
        <ipp-enc:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">57118000</ipp-enc:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">2670000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-14274000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">14309000</ipp-enc:ResultadoActividadOrdinariaNiif>
        <ipp-enc:ResultadoActividadOrdinariaNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">42844000</ipp-enc:ResultadoActividadOrdinariaNiif>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-975000</es-be-fs:ResultadoOperacionesInterrumpidas>
        <es-be-fs:ResultadoOperacionesInterrumpidas decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-1668000</es-be-fs:ResultadoOperacionesInterrumpidas>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">13334000</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ipp-enc:ResultadoConsolidadoEjercicioNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">41176000</ipp-enc:ResultadoConsolidadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">13327000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">41159000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">7000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">17000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
      </ipp-enc:CuentaPerdidasGananciasConsolidada>
      <ipp-enc:EstadoIngresosGastosReconocidosConsolidado>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">13334000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">41176000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <ipp-enc:OtrosIngresosGastosReconocidosNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-100674000</ipp-enc:OtrosIngresosGastosReconocidosNiif>
        <ipp-enc:OtrosIngresosGastosReconocidosNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">13056000</ipp-enc:OtrosIngresosGastosReconocidosNiif>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-151124000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:ActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">19544000</es-be-fs:ActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-122370000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">49991000</es-be-fs:GananciasPerdidasValoracionActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-28754000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-30447000</es-be-fs:ImportesTransferidosCuentaPerdidasGananciasActivosFinancierosDisponiblesVenta>
        <es-be-fs:DiferenciasCambioPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-174000</es-be-fs:DiferenciasCambioPatrimonioNeto>
        <es-be-fs:GananciasPerdidasConversion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-174000</es-be-fs:GananciasPerdidasConversion>
        <ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">7478000</ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos>
        <ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-9269000</ipp-com:EntidadesValoradasMetodoParticipacionIngresosGastos>
        <ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">7478000</ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion>
        <ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-9269000</ipp-com:GananciasPerdidasValoracionEntidadesValoradasMetodoParticipacion>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">43146000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-com:ImpuestoSobreBeneficios decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">2781000</ipp-com:ImpuestoSobreBeneficios>
        <ipp-enc:IngresosGastosTotalesEjercicioNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-87340000</ipp-enc:IngresosGastosTotalesEjercicioNiif>
        <ipp-enc:IngresosGastosTotalesEjercicioNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">54232000</ipp-enc:IngresosGastosTotalesEjercicioNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-87347000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">54215000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">7000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">17000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
      </ipp-enc:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-enc:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1160784000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">22522000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">55563000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">119000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1238988000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicial>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1104357000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">77877000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-23782000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">139000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1158591000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicial>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1160784000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">22522000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">55563000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">119000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1238988000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:SaldoInicialAjustado>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1104357000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">77877000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-23782000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">139000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1158591000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoInicialAjustado>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13327000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-100674000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">7000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-87340000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:TotalIngresosGastosReconocidos>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">41159000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">13056000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">17000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">54232000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TotalIngresosGastosReconocidos>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">23512000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-22522000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">634000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1624000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:OtrasVariacionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">66450000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-77877000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-37000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-11464000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:OtrasVariacionesPatrimonioNeto>
        <ipp-enc:TraspasosPartidasPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">49746000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-49746000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TraspasosPartidasPatrimonioNeto>
        <ipp-enc:TraspasosPartidasPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">75754000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-69181000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">6573000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:TraspasosPartidasPatrimonioNeto>
        <ipp-enc:IncrementosReduccionesCombinacionesNegocio>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-9304000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">9304000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">0</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:IncrementosReduccionesCombinacionesNegocio>
        <ipp-enc:DotacionObrasFondosSociales>
          <ipp-enc:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-18000000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-18000000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:DotacionObrasFondosSociales>
        <ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-26234000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">27224000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">634000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1624000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
        <ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-37000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-37000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:RestoIncrementosReduccionesPatrimonioNeto>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1184296000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13327000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-45111000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">760000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1153272000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
        <ipp-enc:SaldoFinal>
          <ipp-enc:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1170807000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">41159000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:AjustesValoracion decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">-10726000</es-be-fs:AjustesValoracion>
            <ipp-com:InteresesMinoritarios decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">119000</ipp-com:InteresesMinoritarios>
            <es-be-fs:TotalPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1201359000</es-be-fs:TotalPatrimonioNeto>
          </ipp-enc:PatrimonioNeto>
        </ipp-enc:SaldoFinal>
      </ipp-enc:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-enc:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">989915000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif>
        <ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">1760712000</ipp-enc:FlujosEfectivoNetosActividadesExplotacionNiif>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">13334000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <es-be-fs:ResultadoEjercicioPatrimonioNeto decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">41176000</es-be-fs:ResultadoEjercicioPatrimonioNeto>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">107855000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">94736000</ipp-enc:AjustesParaObtenerFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">6982000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">7766000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">100873000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">86970000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">863279000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">1610526000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">674255000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaActivosExplotacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">1851498000</es-be-fs:AumentoDisminucionNetaActivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">189024000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <es-be-fs:AumentoDisminucionNetaPasivosExplotacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-240972000</es-be-fs:AumentoDisminucionNetaPasivosExplotacion>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">5447000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">14274000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-1141115000</ipp-enc:FlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:FlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-1662969000</ipp-enc:FlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-1171942000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-1693856000</ipp-enc:PagosFlujosEfectivoNetosActividadesInversionNiif>
        <ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-18412000</ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment>
        <ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-18866000</ifrs-gp:PaymentsToAcquirePropertyPlantAndEquipment>
        <ifrs-gp:PaymentsToAcquireIntangibleAssets decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-406000</ifrs-gp:PaymentsToAcquireIntangibleAssets>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-11724000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-4731000</ipp-enc:ParticipacionesFlujosEfectivoActividadesInversion>
        <ifrs-gp:PaymentsToAcquireNonCurrentAssetsAndDisposalGroupsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-97510000</ifrs-gp:PaymentsToAcquireNonCurrentAssetsAndDisposalGroupsHeldForSaleAndDiscontinuedOperations>
        <ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-1141806000</ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments>
        <ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-1572343000</ifrs-gp:PaymentsToAcquireHeldToMaturityInvestments>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">30827000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif>
        <ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">30887000</ipp-enc:CobrosFlujosEfectivoNetosActividadesInversionNiif>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">779000</es-be-fs:ActivosMaterialesDesinversiones>
        <es-be-fs:ActivosMaterialesDesinversiones decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">7248000</es-be-fs:ActivosMaterialesDesinversiones>
        <ifrs-gp:ProceedsFromDisposalOfIntangibleAssets decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">41000</ifrs-gp:ProceedsFromDisposalOfIntangibleAssets>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">127000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">23639000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">29880000</ifrs-gp:ProceedsFromDisposalOfNonCurrentAssetsHeldForSaleAndDiscontinuedOperations>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">59000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">132477000</es-be-fs:TotalFlujosEfectivoNetoActividadesFinanciacion>
        <ipp-com:PagosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-29424000</ipp-com:PagosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:RepaymentOfSubordinatedLiabilities decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-29387000</ifrs-gp:RepaymentOfSubordinatedLiabilities>
        <ipp-com:OtrosPagosRelacionadosActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">-37000</ipp-com:OtrosPagosRelacionadosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">59000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ipp-com:CobrosFlujosEfectivosActividadesFinanciacion decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">161901000</ipp-com:CobrosFlujosEfectivosActividadesFinanciacion>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">59000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ifrs-gp:ProceedsFromSubordinatedLiabilities decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">161901000</ifrs-gp:ProceedsFromSubordinatedLiabilities>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">-151141000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif>
        <ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">230220000</ipp-enc:AumentoDisminucionEfectivoEquivalentesNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">247667000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">154549000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-enc:EfectivoEquivalentesFinalPeriodoNiif decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">96526000</ipp-enc:EfectivoEquivalentesFinalPeriodoNiif>
        <ipp-enc:EfectivoEquivalentesFinalPeriodoNiif decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">384769000</ipp-enc:EfectivoEquivalentesFinalPeriodoNiif>
        <ipp-enc:Caja decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">63707000</ipp-enc:Caja>
        <ipp-enc:Caja decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">67545000</ipp-enc:Caja>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">32819000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-enc:SaldosEquivalentesEfectivoBancosCentrales decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">317224000</ipp-enc:SaldosEquivalentesEfectivoBancosCentrales>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12010_G-37244191_dcc" unitRef="euro">96526000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12009_G-37244191_dpfc" unitRef="euro">384769000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-enc:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:CambiosComposicionGrupo>
        <ipp-com:CuadroCombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Blindados Grupo Norte, S.A.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Asociada contextRef="S12010_G-37244191_ici">Asociada</ipp-com:Xcode_Categoria_T1_Asociada>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-01-25</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">2400000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">1.35</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">25.61</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Metales Extruidos, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Asociada contextRef="S12010_G-37244191_ici">Asociada</ipp-com:Xcode_Categoria_T1_Asociada>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-02-09</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1600000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">4.04</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">24.04</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Aciturri Aeronáutica, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Asociada contextRef="S12010_G-37244191_ici">Asociada</ipp-com:Xcode_Categoria_T1_Asociada>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-05-04</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">2.08</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">21.28</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Bruesa Duero, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12010_G-37244191_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-06-30</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1800000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">41.78</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">76.78</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
        </ipp-com:CuadroCombinacionesNegocio>
        <ipp-com:CuadroDisminucionParticipaciones>
          <ipp-com:DisminucionParticipaciones>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Euromilenio Proyectos, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT2>
              <ipp-com:Xcode_Categoria_T2_Asociada contextRef="S12010_G-37244191_ici">Asociada</ipp-com:Xcode_Categoria_T2_Asociada>
            </ipp-com:CategoriaT2>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-05-31</ipp-com:FechaOperacion>
            <ipp-com:PorcentajeDerechosVotoEnajenados decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">20</ipp-com:PorcentajeDerechosVotoEnajenados>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">0</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
            <ipp-com:BeneficioPerdidaGenerado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:BeneficioPerdidaGenerado>
          </ipp-com:DisminucionParticipaciones>
          <ipp-com:DisminucionParticipaciones>
            <ipp-com:EntidadEmisora contextRef="S12010_G-37244191_ici">Madriduero Sistemas Informáticos ACE</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT2>
              <ipp-com:Xcode_Categoria_T2_NegocioConjunto contextRef="S12010_G-37244191_ici">Negocio Conjunto</ipp-com:Xcode_Categoria_T2_NegocioConjunto>
            </ipp-com:CategoriaT2>
            <ipp-com:FechaOperacion contextRef="S12010_G-37244191_ici">2010-03-23</ipp-com:FechaOperacion>
            <ipp-com:PorcentajeDerechosVotoEnajenados decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">50</ipp-com:PorcentajeDerechosVotoEnajenados>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12010_G-37244191_ici" unitRef="pure">0</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
            <ipp-com:BeneficioPerdidaGenerado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:BeneficioPerdidaGenerado>
          </ipp-com:DisminucionParticipaciones>
        </ipp-com:CuadroDisminucionParticipaciones>
      </ipp-com:CambiosComposicionGrupo>
      <ipp-com:DividendosPagados>
        <ipp-com:AccionesOrdinarias>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_G-37244191_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_G-37244191_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
        <ipp-com:DividendosCargoResultados>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_G-37244191_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_G-37244191_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">2133335000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1674503000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">949663000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">541901000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-1029382000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-75316000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">2053616000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">2141088000</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">3687000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3090000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">70000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">220000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">3757000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3310000000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">5820335000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">4764503000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">1019663000</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">761901000</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">-1029382000</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-75316000</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">5810616000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">5451088000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">66134000</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">100000000</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">-30197000</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">66134000</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">69803000</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-enc:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion>
        <ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">257313000</es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance>
        <es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1325864000</es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance>
        <es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion>
        <es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion>
        <es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:CreditoClientelaInversionesCrediticias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">13540685000</es-be-fs:CreditoClientelaInversionesCrediticias>
        <es-be-fs:CreditoClientelaInversionesCrediticias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">13735958000</es-be-fs:CreditoClientelaInversionesCrediticias>
        <ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">48493000</ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion>
        <ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">358194000</ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion>
        <ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1093913000</es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">354085000</es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance>
        <es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance>
        <ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">4187838000</ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento>
        <ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">3046032000</ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento>
        <ipp-enc:InstrumentosCapitalCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:InstrumentosCapitalCarteraNegociacion>
        <ipp-enc:InstrumentosCapitalCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:InstrumentosCapitalCarteraNegociacion>
        <ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">369418000</es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">614117000</es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion>
        <ipp-enc:DerivadosNegociacionCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">99725000</ipp-enc:DerivadosNegociacionCarteraNegociacion>
        <ipp-enc:DerivadosNegociacionCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">81133000</ipp-enc:DerivadosNegociacionCarteraNegociacion>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">148218000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">439327000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1463331000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">968202000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">13797998000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">15061822000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">4187838000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">3046032000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ipp-enc:DepositosBancosCentralesCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:DepositosBancosCentralesCarteraNegociacion>
        <ipp-enc:DepositosBancosCentralesCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:DepositosBancosCentralesCarteraNegociacion>
        <ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">2862634000</ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1813891000</ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1259790000</es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1030695000</es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">13561126000</es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion>
        <es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">14609055000</es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1447492000</ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">1549808000</ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">99204000</ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo>
        <ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">77743000</ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo>
        <ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">649630000</ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado>
        <ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">649571000</ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado>
        <ipp-enc:PosicionesCortasValoresCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:PosicionesCortasValoresCarteraNegociacion>
        <ipp-enc:PosicionesCortasValoresCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:PosicionesCortasValoresCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">73116000</ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado>
        <ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">46738000</ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">99204000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">77743000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">19853788000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipai" unitRef="euro">19699758000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionActivoPresentacion>
        <ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:DepositosEntidadesCreditoOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">257840000</es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance>
        <es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1323817000</es-be-fs:DepositosEntidadesCreditoInversionesCrediticiasBalance>
        <es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion>
        <es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:CreditoClientelaCarteraNegociacionActivoPresentacion>
        <es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:CreditoClientelaOtrosActivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:CreditoClientelaInversionesCrediticias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13442070000</es-be-fs:CreditoClientelaInversionesCrediticias>
        <es-be-fs:CreditoClientelaInversionesCrediticias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">13741688000</es-be-fs:CreditoClientelaInversionesCrediticias>
        <ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">48493000</ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion>
        <ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">358194000</ipp-enc:ValoresRepresentativosDeudaCarteraNegociacion>
        <ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:ValoresRepresentativosDeudaOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1112690000</es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">374283000</es-be-fs:ValoresRepresentativosDeudaActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance>
        <es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:ValoresRepresentativosDeudaInversionesCrediticiasBalance>
        <ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">4187838000</ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento>
        <ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">3046032000</ipp-enc:ValoresRepresentativosDeudaCarteraInversionVencimiento>
        <ipp-enc:InstrumentosCapitalCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:InstrumentosCapitalCarteraNegociacion>
        <ipp-enc:InstrumentosCapitalCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:InstrumentosCapitalCarteraNegociacion>
        <ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:InstrumentosCapitalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">593174000</es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion>
        <es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">750485000</es-be-fs:OtrosInstrumentosCapitalActivosFinancierosDisponiblesVentaActivoPresentacion>
        <ipp-enc:DerivadosNegociacionCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">99725000</ipp-enc:DerivadosNegociacionCarteraNegociacion>
        <ipp-enc:DerivadosNegociacionCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">81133000</ipp-enc:DerivadosNegociacionCarteraNegociacion>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">148218000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">439327000</ifrs-gp:FinancialAssetsHeldForTradingTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:FinancialAssetsDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1705864000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:AvailableForSaleFinancialAssetsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1124768000</ifrs-gp:AvailableForSaleFinancialAssetsTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13699910000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:LoansAndReceivablesTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">15065505000</ifrs-gp:LoansAndReceivablesTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">4187838000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ifrs-gp:HeldToMaturityInvestmentsTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">3046032000</ifrs-gp:HeldToMaturityInvestmentsTotal>
        <ipp-enc:DepositosBancosCentralesCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:DepositosBancosCentralesCarteraNegociacion>
        <ipp-enc:DepositosBancosCentralesCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:DepositosBancosCentralesCarteraNegociacion>
        <ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:DepositosBancosCentralesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">2862634000</ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1813890000</ipp-enc:DepositosBancosCentralesPasivosFinancierosCosteAmortizado>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:DepositosEntidadesCreditoOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1287032000</es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1056645000</es-be-fs:DepositosEntidadesCreditoPasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:DepositosClientelaCarteraNegociacionPasivoPresentacion>
        <es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</es-be-fs:DepositosClientelaOtrosPasivosFinancierosValorRazonableCambiosPerdidasGananciasBalance>
        <es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">13540737000</es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion>
        <es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">14581402000</es-be-fs:DepositosClientelaPasivosFinancierosCosteAmortizadoPasivoPresentacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesCarteraNegociacion>
        <ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:DebitosRepresentadosValoresNegociablesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1447492000</ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">1544508000</ipp-enc:DebitosRepresentadosValoresNegociablesPasivosFinancierosCosteAmortizado>
        <ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">99204000</ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo>
        <ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">77743000</ipp-enc:DerivadosNegociacionCarteraNegociacionPasivo>
        <ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:PasivosSubordinadosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">649596000</ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado>
        <ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">649540000</ipp-enc:PasivosSubordinadosPasivosFinancierosCosteAmortizado>
        <ipp-enc:PosicionesCortasValoresCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:PosicionesCortasValoresCarteraNegociacion>
        <ipp-enc:PosicionesCortasValoresCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:PosicionesCortasValoresCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosCarteraNegociacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosCarteraNegociacion decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosCarteraNegociacion>
        <ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ipp-enc:OtrosPasivosFinancierosOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">79677000</ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado>
        <ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">49531000</ipp-enc:OtrosPasivosFinancierosPasivosFinancierosCosteAmortizado>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">99204000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesHeldForTradingTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">77743000</ifrs-gp:FinancialLiabilitiesHeldForTradingTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">0</ifrs-gp:FinancialLiabilitiesDesignatedAsFairValueThroughProfitOrLossTotal>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">19867168000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
        <es-be-fs:PasivosFinancierosCosteAmortizadoBalance decimals="0" contextRef="S12009_G-37244191_ipac" unitRef="euro">19695516000</es-be-fs:PasivosFinancierosCosteAmortizadoBalance>
      </ipp-enc:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">274303000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">414205000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">274591000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">414242000</ipp-com:MercadoInterior>
          <ipp-com:Exportacion decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">3739000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">6798000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">3739000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">6798000</ipp-com:Exportacion>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">3739000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">6798000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">3739000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">6798000</ipp-com:UnionEuropea>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">0</ipp-com:PaisesOCDE>
          <ipp-com:RestoPaises decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">0</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">0</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">0</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">0</ipp-com:RestoPaises>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">278042000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">421003000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">278330000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">421040000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
        <ipp-com:SegmentosIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2221 contextRef="S12010_G-37244191_icc">2221</ipp-com:Xcode_SI.2221>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">BANCA UNIVERSAL</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">355530000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">517955000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">355530000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">517955000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2222 contextRef="S12010_G-37244191_icc">2222</ipp-com:Xcode_SI.2222>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">SEGUROS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">22758000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">24910000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">22758000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">24910000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2223 contextRef="S12010_G-37244191_icc">2223</ipp-com:Xcode_SI.2223>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">INMOBILIARIA Y OTRAS ACTIVIDADES</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">8804000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">12555000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">8804000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">12555000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">387092000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">555420000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">387092000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">555420000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoTotal>
        </ipp-com:SegmentosIngresos>
        <ipp-com:SegmentosResultados>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2250 contextRef="S12010_G-37244191_icc">2250</ipp-com:Xcode_SR.2250>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">BANCA UNIVERSAL</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">10767000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">54749000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2251 contextRef="S12010_G-37244191_icc">2251</ipp-com:Xcode_SR.2251>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">SEGUROS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">2248000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">2066000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2252 contextRef="S12010_G-37244191_icc">2252</ipp-com:Xcode_SR.2252>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12010_G-37244191_icc">INMOBILIARIA Y OTRAS ACTIVIDADES</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">-1376000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">303000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">11639000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">57118000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">11639000</ipp-com:ResultadoAntesImpuestos>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">57118000</ipp-com:ResultadoAntesImpuestos>
        </ipp-com:SegmentosResultados>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">2655</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">2692</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">2803</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">2781</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1607</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1629</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1689</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1655</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12010_G-37244191_ici" unitRef="euro">1048</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12009_G-37244191_ipfi" unitRef="euro">1063</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12010_G-37244191_icc" unitRef="euro">1114</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12009_G-37244191_ipfc" unitRef="euro">1126</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:Otros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Otros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:Anticipos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">0</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">0</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-enc:RemuneracionesRecibidasAdministradoresAltaDireccionCajasAhorro>
        <ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasAdministradores decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">252000</ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasAdministradores>
        <ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasAdministradores decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">236000</ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasAdministradores>
        <ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasComisionControl decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">48000</ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasComisionControl>
        <ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasComisionControl decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">40000</ipp-enc:DietasAsistenciaOtrasRemuneracionesAnalogasComisionControl>
        <ipp-enc:SueldosOtrasRemuneracionesAnalogas decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">878000</ipp-enc:SueldosOtrasRemuneracionesAnalogas>
        <ipp-enc:SueldosOtrasRemuneracionesAnalogas decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">933000</ipp-enc:SueldosOtrasRemuneracionesAnalogas>
        <ipp-enc:ObligacionesContraidasMateriaPensionesPagoPrimasSegurosVida decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">23000</ipp-enc:ObligacionesContraidasMateriaPensionesPagoPrimasSegurosVida>
        <ipp-enc:ObligacionesContraidasMateriaPensionesPagoPrimasSegurosVida decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">41000</ipp-enc:ObligacionesContraidasMateriaPensionesPagoPrimasSegurosVida>
      </ipp-enc:RemuneracionesRecibidasAdministradoresAltaDireccionCajasAhorro>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:GastosFinancierosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">193000</ipp-com:GastosFinancierosAdministradoresDirectivos>
        <ipp-com:GastosFinancierosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">177000</ipp-com:GastosFinancierosAdministradoresDirectivos>
        <ipp-com:GastosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">1207000</ipp-com:GastosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3051000</ipp-com:GastosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosFinancierosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">1400000</ipp-com:GastosFinancierosTotal>
        <ipp-com:GastosFinancierosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3228000</ipp-com:GastosFinancierosTotal>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">193000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">177000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">1207000</ipp-com:GastosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3051000</ipp-com:GastosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">1400000</ipp-com:GastosTotal>
        <ipp-com:GastosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">3228000</ipp-com:GastosTotal>
        <ipp-com:IngresosFinancierosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">920000</ipp-com:IngresosFinancierosAdministradoresDirectivos>
        <ipp-com:IngresosFinancierosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1477000</ipp-com:IngresosFinancierosAdministradoresDirectivos>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">3932000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">2893000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">4852000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">4370000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">28942000</ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:DividendosRecibidosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">28942000</ipp-com:DividendosRecibidosTotal>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">6086000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">6629000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">6086000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">6629000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">216000</ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">217000</ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:OtrosIngresosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">216000</ipp-com:OtrosIngresosTotal>
        <ipp-com:OtrosIngresosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">217000</ipp-com:OtrosIngresosTotal>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">920000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">1477000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">10234000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">38681000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">11154000</ipp-com:IngresosTotal>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">40158000</ipp-com:IngresosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">51404000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">45472000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">322206000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">219925000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">373610000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">265397000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">20695000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">15750000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">142527000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">194825000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">163222000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">210575000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal>
        <ipp-com:GarantiasAvalesPrestadosAdministradoresDirectivos decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">9448000</ipp-com:GarantiasAvalesPrestadosAdministradoresDirectivos>
        <ipp-com:GarantiasAvalesPrestadosAdministradoresDirectivos decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">7276000</ipp-com:GarantiasAvalesPrestadosAdministradoresDirectivos>
        <ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">144873000</ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">72646000</ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GarantiasAvalesPrestadosTotal decimals="0" contextRef="S12010_G-37244191_dci" unitRef="euro">154321000</ipp-com:GarantiasAvalesPrestadosTotal>
        <ipp-com:GarantiasAvalesPrestadosTotal decimals="0" contextRef="S12009_G-37244191_dpfi" unitRef="euro">79922000</ipp-com:GarantiasAvalesPrestadosTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-enc:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:CuentasAnualesResumidasFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S12010_G-37244191_dci">Semestral CDuero 30_06_10.pdf</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S12010_G-37244191_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S12010_G-37244191_dci">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</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:CuentasAnualesResumidasFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioValor contextRef="S12010_G-37244191_ici">El Informe de Gestión correspondiente al periodo comprendido entre el 01 de enero de 2010 y el 30 de junio de 2010 se encuentra en el documento publicado en el capitulo V.</ipp-com:InformeGestionIntermedioValor>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorValor contextRef="S12010_G-37244191_ici">Estos Estados Financieros Consolidados Intermedios Condensados del periodo comprendido entre el 01 de enero de 2010 y el 30 de junio de 2010 no han sido auditados ni revisados por los auditores, al no estar la entidad obligada según la normativa vigente.</ipp-com:InformeAuditorValor>
    </ipp-com:InformeAuditor>
  </ipp-enc:InformeFinancieroEntidadesCredito>
</xbrli:xbrl>