﻿<?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-gen="http://www.cnmv.es/ipp/gen/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-gen-2008-01-01.xsd" xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase" />
  <xbrli:context id="S12011_A-82110453_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-01-01</xbrli:startDate>
      <xbrli:endDate>2011-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12011_A-82110453_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2011-01-01</xbrli:startDate>
      <xbrli:endDate>2011-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_dpfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_dpfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12011_A-82110453_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2011-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12011_A-82110453_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2011-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2010-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_ipfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</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>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12010_A-82110453_ipfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82110453">CODERE, S.A.</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>GE</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-gen:InformeFinancieroGeneral>
    <ipp-com:IdentificacionInforme>
      <ipp-com:CierreEjercicioInforme contextRef="S12011_A-82110453_ici">2011-06-30</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S12011_A-82110453_ici">2011</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S1 contextRef="S12011_A-82110453_ici">S1</ipp-com:Xcode_Periodo_S1>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_GE contextRef="S12011_A-82110453_ici">GE</ipp-com:Xcode_Modelo_GE>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S12011_A-82110453_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="S12011_A-82110453_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S12011_A-82110453_ici">CODERE, S.A.</dgi-est-gen:LegalNameValue>
        </dgi-est-gen:LegalName>
      </dgi-est-gen:EntityName>
      <dgi-est-gen:EntityAddress>
        <dgi-est-gen:AddressTypeList>
          <dgi-lc-es:Xcode_ADL.01 contextRef="S12011_A-82110453_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="S12011_A-82110453_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S12011_A-82110453_ici">Avenida Bruselas, 26- 28108 (Alcobendas)- Madrid</dgi-est-gen:AddressLine>
        </dgi-est-gen:Address>
      </dgi-est-gen:EntityAddress>
      <dgi-est-gen:Identifier>
        <dgi-est-gen:IdentifierCode>
          <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">A-82110453</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
      <ipp-com:InformacionComplementariaValor contextRef="S12011_A-82110453_ici">- Modificación respecto a la Información Financiera Seleccionada del Balance Consolidado a 31 de diciembre de 2010
 
Como consecuencia de la asignación retroactiva de la parte proporcional de la participación no dominante en los activos netos de la sociedad adquirida en agosto de 2010 International Thunderbird Gaming (Panama) Corporation, se han modificado los epígrafes 1031 "Fondo de Comercio" y 1193 "Intereses Minoritarios" en 4.431 miles de euros respecto a los importes incluidos en la Información Financiera Seleccionada del Balance Consolidado a 31 de diciembre de 2010.
 
- Modificación respecto a la Información Financiera Seleccionada de la Cuenta de Resultados Consolidada a 30 de junio de 2010
 
Se ha modificado el criterio de registro de ingresos de las Apuestas Deportivas en España, con el objetivo de que queden registradas en base a la recaudación neta del operador. Por ello, se han modificado los epígrafes 1205 "Importe neto de la cifra de negocios" y el 1208 "Aprovisionamientos" en 1.988 miles de euros respecto a los importes incluidos en la Información Financiera Seleccionada del Balance Consolidado a 30 de junio de 2010. 
</ipp-com:InformacionComplementariaValor>
    </ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S12011_A-82110453_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. José Antonio Martínez Sampedro</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Presidente del Consejo y Consejero Delegado</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. Luis Javier Martínez Sampedro</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">Dª Encarnación Martínez Sampedro</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. José Ignacio Cases Méndez</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. José Ramón Romero Rodríguez</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. Eugenio Vela Sastre</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. Joseph Zappala</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">D. Juan José Zornoza Pérez</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12011_A-82110453_ici">Masampe S.L. (representada por D. Fernando Lorente Hurtado)</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12011_A-82110453_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12011_A-82110453_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12011_A-82110453_ici">Vicepresidente</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S12011_A-82110453_ici">2011-08-25</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-gen:InformacionFinancieraSeleccionada>
      <ipp-gen:BalanceIndividual>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">685515000</ipp-gen:ActivoNoCorrienteNacional>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">748491000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">3114000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">3122000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">3114000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">3122000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1810000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">2134000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">671084000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">733724000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1061000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1065000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">8446000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">8446000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">809015000</ipp-gen:ActivoCorrienteNacional>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">292774000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">50272000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">43793000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">45428000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">40424000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">2759000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">2690000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">2085000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">679000</ifrs-gp:CurrentTaxReceivables>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">745400000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">237252000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">7698000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">6863000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">166000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">285000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">5479000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4581000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1494530000</ipp-gen:TotalActivoNacional>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1041265000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">609551000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">215699000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">609551000</ipp-gen:FondosPropiosNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">215699000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">11007000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">11007000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">11007000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">11007000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">231280000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">231280000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">51827000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">51067000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-761000</ifrs-gp:TreasuryShares>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-77727000</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">-92611000</ipp-gen:ResultadosEjerciciosAnteriores>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">393925000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">15153000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">770823000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">759075000</ipp-gen:PasivoNoCorrienteNacional>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">565000</ifrs-gp:ProvisionsNonCurrent>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">565000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">769154000</ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo>
        <ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">757495000</ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">564000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">475000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">540000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">540000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">114156000</ipp-gen:PasivoCorrienteNacional>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">66491000</ipp-gen:PasivoCorrienteNacional>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">964000</ifrs-gp:ProvisionsCurrent>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1469000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">42069000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">18524000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">41548000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">14032000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">521000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4492000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">62066000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">38014000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">7078000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">6654000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">4989000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4738000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">2089000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1916000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1979000</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1830000</ifrs-gp:OtherLiabilitiesCurrent>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1494530000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">1041265000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
      </ipp-gen:BalanceIndividual>
      <ipp-gen:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">85445000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">68273000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">18000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">13000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-6115000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-4722000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-6503000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-5640000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-999000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-1193000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">374417000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">86000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">446263000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">56817000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">140000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">88000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-31816000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-29480000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-3319000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-3859000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-14339000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">20066000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-49334000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-13185000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">396929000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">43632000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-3004000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-667000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">393925000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">42965000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">393925000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">42965000</ipp-gen:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">7.16</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.78</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">7.16</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.78</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasIndividual>
      <ipp-gen:EstadoIngresosGastosReconocidosIndividual>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">393925000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">42965000</ifrs-gp:ProfitLoss>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">393925000</ipp-gen:TotalIngresosGastosReconocidosNacional>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">42965000</ipp-gen:TotalIngresosGastosReconocidosNacional>
      </ipp-gen:EstadoIngresosGastosReconocidosIndividual>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">189736000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">15153000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">215699000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">190638000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-13000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-1819000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">199813000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">189736000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">15153000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">215699000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">190638000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-13000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-1819000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">199813000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">393925000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">393925000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">42965000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">42965000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-564000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-564000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-496000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-496000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-564000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-564000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-496000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-496000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">15643000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-15152000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">491000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-1650000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">1819000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">169000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">15152000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-15152000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-1819000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">1819000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">491000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">491000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">169000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">169000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">205379000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">-761000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">393926000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">609551000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">188988000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">-509000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">42965000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">242451000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-gen:EstadoFlujosEfectivoIndividual>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-55886000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">9840000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">396929000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">43632000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-390140000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-38475000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">999000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">1193000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-391139000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-39668000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-44948000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">19171000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-17727000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-14488000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-32511000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-28993000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">13503000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">20037000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">7758000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2640000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-3158000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-630000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-3319000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-7542000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">7843000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-3187000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-8028000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-3384000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-7352000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-3087000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-676000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-297000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">15871000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">197000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">15867000</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</es-be-fs:EntidadesGrupoMultigrupoAsociadasDesinversiones>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">197000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">4000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">48735000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">37000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-564000</ipp-gen:CobrosPagosInstrumentosPatrimonioNacional>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-496000</ipp-gen:CobrosPagosInstrumentosPatrimonioNacional>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-1883000</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-1387000</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">1319000</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">891000</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">49299000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">533000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">49299000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">6000000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-5467000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">206000</ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents>
        <ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">47000</ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">898000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">6737000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">4581000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2767000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">5479000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">9504000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-com:CajaBancos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">5479000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">9504000</ipp-com:CajaBancos>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">5479000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">9504000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoIndividual>
      <ipp-gen:BalanceConsolidado>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1199487000</ipp-gen:ActivoNoCorrienteNiif>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">1204974000</ipp-gen:ActivoNoCorrienteNiif>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">628385000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">538737000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">400853000</ifrs-gp:GoodwillNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">293975000</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">227532000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">244762000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">464434000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">411197000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">60356000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">217591000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">46068000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">37194000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">244000</ifrs-gp:OtherAssetsNonCurrent>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">255000</ifrs-gp:OtherAssetsNonCurrent>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">276533000</ipp-gen:ActivoCorrienteNiif>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">223604000</ipp-gen:ActivoCorrienteNiif>
        <ifrs-gp:Inventories decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11834000</ifrs-gp:Inventories>
        <ifrs-gp:Inventories decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">9745000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">117481000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">95870000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">20802000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">27396000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">84247000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">64855000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">12432000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:CurrentTaxReceivables decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">3619000</ifrs-gp:CurrentTaxReceivables>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">16037000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">24963000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">4909000</ipp-gen:OtrosActivosCorrientes>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">2425000</ipp-gen:OtrosActivosCorrientes>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">126272000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">90601000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1476020000</ipp-gen:TotalActivoNiif>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">1428578000</ipp-gen:TotalActivoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">130236000</ipp-gen:PatrimonioNetoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">137466000</ipp-gen:PatrimonioNetoNiif>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">88381000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">106404000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">185812000</ipp-gen:FondosPropiosNiif>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">180784000</ipp-gen:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11007000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">11007000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11007000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">231280000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">231280000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">6852000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">6697000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-761000</ifrs-gp:TreasuryShares>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-67668000</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">-97334000</ipp-gen:ResultadosEjerciciosAnteriores>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">5102000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">29331000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-97431000</ipp-gen:AjustesValoracionNiif>
        <ipp-com:OperacionesCobertura decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">0</ipp-com:OperacionesCobertura>
        <ipp-com:OperacionesCobertura decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">-4122000</ipp-com:OperacionesCobertura>
        <ipp-gen:DiferenciasConversion decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-97431000</ipp-gen:DiferenciasConversion>
        <ipp-gen:DiferenciasConversion decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">-70258000</ipp-gen:DiferenciasConversion>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">41855000</ifrs-gp:MinorityInterest>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">31062000</ifrs-gp:MinorityInterest>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">953927000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">964627000</ipp-gen:PasivoNoCorrienteNiif>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">45015000</ifrs-gp:ProvisionsNonCurrent>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">30253000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">800765000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">808665000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">800765000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">808665000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">42767000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">42774000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">65380000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">82935000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">391857000</ipp-gen:PasivoCorrienteNiif>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">326485000</ipp-gen:PasivoCorrienteNiif>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">2654000</ifrs-gp:ProvisionsCurrent>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">4637000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">78568000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">41371000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">78568000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">41371000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">249937000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">212205000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">66616000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">54119000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">161483000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">138944000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">21838000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">19142000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">60698000</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">68272000</ifrs-gp:OtherLiabilitiesCurrent>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1476020000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">1428578000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">11007000</ifrs-gp:IssuedCapital>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">-74380000</ipp-gen:AjustesValoracionNiif>
      </ipp-gen:BalanceConsolidado>
      <ipp-gen:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">630664000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">525403000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-31613000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-38106000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">1539000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">65000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-123359000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-94502000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-343485000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-283294000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-55578000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-47861000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-1049000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">6164000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">77119000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">67869000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">4643000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">4124000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-43428000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-37214000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-534000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">13674000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-39319000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-19416000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">37800000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">48453000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-32662000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-26944000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">5138000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">21509000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">5138000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">21509000</ipp-gen:ResultadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">5102000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">20709000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">36000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">800000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12011_A-82110453_dcc" unitRef="pure">0.09</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12010_A-82110453_dpfc" unitRef="pure">0.39</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12011_A-82110453_dcc" unitRef="pure">0.09</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12010_A-82110453_dpfc" unitRef="pure">0.39</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasConsolidada>
      <ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">5138000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">21509000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-23420000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">67367000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">4122000</ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto>
        <ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">1604000</ipp-gen:CoberturasFlujosEfectivoPatrimonioNeto>
        <ipp-gen:DiferenciasConversionPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-27542000</ipp-gen:DiferenciasConversionPatrimonioNeto>
        <ipp-gen:DiferenciasConversionPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">65763000</ipp-gen:DiferenciasConversionPatrimonioNeto>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-18282000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">88876000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-17949000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">87184000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-333000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">1692000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
      </ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">140644000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">29331000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-74381000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">31062000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">137466000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">122275000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-13000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19083000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-110507000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19624000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">61469000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">140644000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-197000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">29331000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-74381000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">31062000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">137466000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">122275000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-13000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19083000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-110507000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19624000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">61469000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">5102000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-23051000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-333000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-18282000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">20709000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">66475000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">1692000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">88876000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-564000</ifrs-gp:TreasuryShares>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11126000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">10562000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-496000</ifrs-gp:TreasuryShares>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-1282000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-1778000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-1473000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-1473000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-2537000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-2537000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-564000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-564000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-496000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-496000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:IncrementoReduccionCombinacionesNegocios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">12599000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">12599000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IncrementoReduccionCombinacionesNegocios>
        <ipp-com:IncrementoReduccionCombinacionesNegocios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">1255000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">1255000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IncrementoReduccionCombinacionesNegocios>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">29821000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-29331000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">490000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19252000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-19083000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">169000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">29331000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-29331000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">19083000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-19083000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">490000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">490000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">169000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">169000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">170465000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-761000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">5102000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-97432000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">41855000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">130236000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">11007000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">141527000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-509000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">20709000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-44032000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">20034000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">148736000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">105917000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">85397000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">37800000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">48453000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">101601000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">71054000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">55578000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">47861000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">46023000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">23193000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-10111000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-14037000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-23373000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-20073000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsOperating decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-1200000</ifrs-gp:PaymentsOfDividendsClassifiedAsOperating>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsOperating decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-1785000</ifrs-gp:PaymentsOfDividendsClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">2590000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">698000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-24763000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-18986000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-49394000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-41183000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-57879000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-61720000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-6546000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-7291000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-52041000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-38907000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-7750000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-12545000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">8458000</ipp-gen:OtrosActivosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-2977000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">8485000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">20537000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">8485000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">20537000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-16143000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-45528000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-564000</ipp-gen:CobrosPagosInstrumentosPatrimonioIndirectoNiif>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-496000</ipp-gen:CobrosPagosInstrumentosPatrimonioIndirectoNiif>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-1883000</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:PurchaseOfTreasuryShares decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-1387000</ifrs-gp:PurchaseOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">1319000</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ifrs-gp:ProceedsFromIssuanceOfTreasuryShares decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">891000</ifrs-gp:ProceedsFromIssuanceOfTreasuryShares>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">29110000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-12067000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">42839000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">6361000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-13729000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-18428000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-44689000</ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto>
        <ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-32965000</ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto>
        <ifrs-gp:PaymentsOfInterestClassifiedAsFinancing decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-39308000</ifrs-gp:PaymentsOfInterestClassifiedAsFinancing>
        <ifrs-gp:PaymentsOfInterestClassifiedAsFinancing decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">-34317000</ifrs-gp:PaymentsOfInterestClassifiedAsFinancing>
        <ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-5381000</ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities>
        <ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">1352000</ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities>
        <ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">-4708000</ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents>
        <ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">9438000</ifrs-gp:EffectOfExchangeRateChangesOnCashAndCashEquivalents>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">35672000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">8124000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">90600000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">90205000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">126272000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">98329000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-com:CajaBancos decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">108040000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">87216000</ipp-com:CajaBancos>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">18232000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">11113000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12011_A-82110453_dcc" unitRef="euro">126272000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12010_A-82110453_dpfc" unitRef="euro">98329000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:CambiosComposicionGrupo>
        <ipp-com:CuadroCombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Codere Apuestas Valencia S.A.U.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-02-17</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">100</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">100</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Grupo Inverjuego S.A.P.I. de C.V.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">50</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Grupo Caliente S.A.P.I de C.V.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">40850000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Operadora de Espectáculos Deportivos S.A. de C.V.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Jomaharho SAPI de CV</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">20621000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Operadora Cantabria S.A. de CV</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Libros Foráneos S.A. de C.V.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.29</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.29</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Codere Apuestas Aragón, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-05-03</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1000000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">100</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">100</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
          <ipp-com:CombinacionesNegocio>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Gap Games, s.r.l.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT1>
              <ipp-com:Xcode_Categoria_T1_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T1_Dependiente>
            </ipp-com:CategoriaT1>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-05-13</ipp-com:FechaOperacion>
            <ipp-com:ImporteNetoAdquisicion decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">4837000</ipp-com:ImporteNetoAdquisicion>
            <ipp-com:ImporteInstrumentosPatrimonioNeto decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:ImporteInstrumentosPatrimonioNeto>
            <ipp-com:PorcentajeDerechosVotoAdquiridoAnterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">51</ipp-com:PorcentajeDerechosVotoAdquiridoAnterior>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">51</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
          </ipp-com:CombinacionesNegocio>
        </ipp-com:CuadroCombinacionesNegocio>
        <ipp-com:CuadroDisminucionParticipaciones>
          <ipp-com:DisminucionParticipaciones>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Recreativos Cósmicos, S.L.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT2>
              <ipp-com:Xcode_Categoria_T2_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T2_Dependiente>
            </ipp-com:CategoriaT2>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-01-27</ipp-com:FechaOperacion>
            <ipp-com:PorcentajeDerechosVotoEnajenados decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">100</ipp-com:PorcentajeDerechosVotoEnajenados>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">0</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
            <ipp-com:BeneficioPerdidaGenerado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:BeneficioPerdidaGenerado>
          </ipp-com:DisminucionParticipaciones>
          <ipp-com:DisminucionParticipaciones>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Promojuegos de México S.A.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT2>
              <ipp-com:Xcode_Categoria_T2_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T2_Dependiente>
            </ipp-com:CategoriaT2>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:PorcentajeDerechosVotoEnajenados decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">32.70</ipp-com:PorcentajeDerechosVotoEnajenados>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
            <ipp-com:BeneficioPerdidaGenerado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">0</ipp-com:BeneficioPerdidaGenerado>
          </ipp-com:DisminucionParticipaciones>
          <ipp-com:DisminucionParticipaciones>
            <ipp-com:EntidadEmisora contextRef="S12011_A-82110453_ici">Mio Games S.A. de C.V.</ipp-com:EntidadEmisora>
            <ipp-com:CategoriaT2>
              <ipp-com:Xcode_Categoria_T2_Dependiente contextRef="S12011_A-82110453_ici">Dependiente</ipp-com:Xcode_Categoria_T2_Dependiente>
            </ipp-com:CategoriaT2>
            <ipp-com:FechaOperacion contextRef="S12011_A-82110453_ici">2011-03-31</ipp-com:FechaOperacion>
            <ipp-com:PorcentajeDerechosVotoEnajenados decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">7.20</ipp-com:PorcentajeDerechosVotoEnajenados>
            <ipp-com:PorcentajeDerechosVotoAdquiridoPosterior decimals="2" contextRef="S12011_A-82110453_ici" unitRef="pure">67.30</ipp-com:PorcentajeDerechosVotoAdquiridoPosterior>
            <ipp-com:BeneficioPerdidaGenerado decimals="0" contextRef="S12011_A-82110453_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="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:AccionesPrivilegiadas>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesPrivilegiadas>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_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="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
        <ipp-com:DividendosCargoReservasPrimaEmision>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoReservasPrimaEmision>
        <ipp-com:DividendosEspecie>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12011_A-82110453_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12011_A-82110453_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosEspecie>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">744422000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">653568000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">1698000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">438000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">746120000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">654006000</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">4767000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">5534000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-4767000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-755000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">720000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">5499000</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">749189000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">659102000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">-4767000</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">-755000</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">1698000</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">1158000</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">746120000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">659505000</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">532937000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">538063000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">532937000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">538063000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:DerivadosCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1302000</ipp-gen:DerivadosCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">752559000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">243560000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">538000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">555000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1302000</ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">752559000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">243560000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">538000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">555000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1302000</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">1285496000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">781623000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">538000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">555000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">769155000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">757495000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">769155000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">757495000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">41548000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">14033000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4122000</ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">62066000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">38014000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4122000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">103614000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">52047000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">4122000</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">872769000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipai" unitRef="euro">809542000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">54254000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">209584000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">6102000</ipp-gen:OtrosActivosFinancierosNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">8007000</ipp-gen:OtrosActivosFinancierosNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">54254000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">209584000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">6102000</ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">8007000</ipp-gen:LargoPlazoNoCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">16037000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">24963000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">16037000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">24963000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">54254000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">209584000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">22139000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">32970000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">54645000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">60975000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">746120000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">747690000</ipp-gen:ObligacionesOtrosValoresNegociablesNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">800765000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">808665000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">75956000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">37259000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">2612000</ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">4112000</ipp-gen:ObligacionesOtrosValoresNegociablesCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">78568000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">41371000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">879333000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12010_A-82110453_ipac" unitRef="euro">850036000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
      </ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">85445000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">68273000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">82989000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">96609000</ipp-com:MercadoInterior>
          <ipp-com:Exportacion decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">547675000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">428794000</ipp-com:Exportacion>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">91013000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">64619000</ipp-com:UnionEuropea>
          <ipp-com:RestoPaises decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">456662000</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">364175000</ipp-com:RestoPaises>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">85445000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">68273000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">630664000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">525403000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
        <ipp-com:SegmentosIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2221 contextRef="S12011_A-82110453_icc">2221</ipp-com:Xcode_SI.2221>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">España</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">86160000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">100210000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">86160000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">100210000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2222 contextRef="S12011_A-82110453_icc">2222</ipp-com:Xcode_SI.2222>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">México</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">129575000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">102737000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">129575000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">102737000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2223 contextRef="S12011_A-82110453_icc">2223</ipp-com:Xcode_SI.2223>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Argentina</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">257425000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">212857000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">257425000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">212857000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2224 contextRef="S12011_A-82110453_icc">2224</ipp-com:Xcode_SI.2224>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Colombia</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">13982000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">12873000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">13982000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">12873000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2225 contextRef="S12011_A-82110453_icc">2225</ipp-com:Xcode_SI.2225>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Italia</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">91182000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">64882000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">91182000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">64882000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2226 contextRef="S12011_A-82110453_icc">2226</ipp-com:Xcode_SI.2226>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Uruguay</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">9414000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">8044000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">9414000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">8044000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2227 contextRef="S12011_A-82110453_icc">2227</ipp-com:Xcode_SI.2227>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Brasil</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1778000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">1418000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1778000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">1418000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2228 contextRef="S12011_A-82110453_icc">2228</ipp-com:Xcode_SI.2228>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Panamá</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">42652000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">22427000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">42652000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">22427000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2229 contextRef="S12011_A-82110453_icc">2229</ipp-com:Xcode_SI.2229>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Cabeceras</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">35000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">20000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">35000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">20000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">632203000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">525468000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">632203000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">525468000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoTotal>
        </ipp-com:SegmentosIngresos>
        <ipp-com:SegmentosResultados>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2250 contextRef="S12011_A-82110453_icc">2250</ipp-com:Xcode_SR.2250>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">España</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-8804000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">7350000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2251 contextRef="S12011_A-82110453_icc">2251</ipp-com:Xcode_SR.2251>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">México</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-4514000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">7397000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2252 contextRef="S12011_A-82110453_icc">2252</ipp-com:Xcode_SR.2252>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Argentina</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">44662000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">34853000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2253 contextRef="S12011_A-82110453_icc">2253</ipp-com:Xcode_SR.2253>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Colombia</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">1574000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-1826000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2254 contextRef="S12011_A-82110453_icc">2254</ipp-com:Xcode_SR.2254>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Italia</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">7595000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-337000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2255 contextRef="S12011_A-82110453_icc">2255</ipp-com:Xcode_SR.2255>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Uruguay</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">880000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-82000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2256 contextRef="S12011_A-82110453_icc">2256</ipp-com:Xcode_SR.2256>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Brasil</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-1982000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-2324000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2257 contextRef="S12011_A-82110453_icc">2257</ipp-com:Xcode_SR.2257>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Panamá</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">789000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-2204000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2258 contextRef="S12011_A-82110453_icc">2258</ipp-com:Xcode_SR.2258>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12011_A-82110453_icc">Cabeceras</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">-35062000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">-21318000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">5138000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">21509000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">32662000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">26944000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">37800000</ipp-com:ResultadoAntesImpuestos>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">48453000</ipp-com:ResultadoAntesImpuestos>
        </ipp-com:SegmentosResultados>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">154</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">147</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">20647</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">14987</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">88</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">85</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">13279</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">9486</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12011_A-82110453_ici" unitRef="euro">66</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12010_A-82110453_ipfi" unitRef="euro">62</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12011_A-82110453_icc" unitRef="euro">7368</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12010_A-82110453_ipfc" unitRef="euro">5501</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">873000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">175000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">305000</ipp-com:AtencionesEstatutarias>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">271000</ipp-com:AtencionesEstatutarias>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:Otros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">255000</ipp-com:Otros>
        <ipp-com:Otros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">640000</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">1433000</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">1086000</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:Anticipos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">2686000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2634000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">86272000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">78681000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">86272000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">78681000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:ContratosGestionColaboracionIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">2973000</ipp-com:ContratosGestionColaboracionIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ContratosGestionColaboracionIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2080000</ipp-com:ContratosGestionColaboracionIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ContratosGestionColaboracionIngresosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">2973000</ipp-com:ContratosGestionColaboracionIngresosTotal>
        <ipp-com:ContratosGestionColaboracionIngresosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2080000</ipp-com:ContratosGestionColaboracionIngresosTotal>
        <ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosTotal>
        <ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">0</ipp-com:TransferenciasIDAcuerdosSobreLicenciasIngresosTotal>
        <ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">89495000</ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">85007000</ipp-com:DividendosRecibidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:DividendosRecibidosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">89495000</ipp-com:DividendosRecibidosTotal>
        <ipp-com:DividendosRecibidosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">85007000</ipp-com:DividendosRecibidosTotal>
        <ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">639000</ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">694000</ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ArrendamientosIngresosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">639000</ipp-com:ArrendamientosIngresosTotal>
        <ipp-com:ArrendamientosIngresosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">694000</ipp-com:ArrendamientosIngresosTotal>
        <ipp-com:PrestacionServiciosAccionistasSignificativos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">431000</ipp-com:PrestacionServiciosAccionistasSignificativos>
        <ipp-com:PrestacionServiciosAdministradoresDirectivos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">232000</ipp-com:PrestacionServiciosAdministradoresDirectivos>
        <ipp-com:PrestacionServiciosAdministradoresDirectivos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">190000</ipp-com:PrestacionServiciosAdministradoresDirectivos>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">90772000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">68233000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosOtrasPartesVinculadas decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">23000</ipp-com:PrestacionServiciosOtrasPartesVinculadas>
        <ipp-com:PrestacionServiciosOtrasPartesVinculadas decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">19000</ipp-com:PrestacionServiciosOtrasPartesVinculadas>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">91027000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">68873000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">807000</ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">1385000</ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">807000</ipp-com:VentaBienesTotal>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">1385000</ipp-com:VentaBienesTotal>
        <ipp-com:BeneficiosBajaEnajenacionActivosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:BeneficiosBajaEnajenacionActivosPersonasSociedadesEntidadesGrupo>
        <ipp-com:BeneficiosBajaEnajenacionActivosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2000</ipp-com:BeneficiosBajaEnajenacionActivosPersonasSociedadesEntidadesGrupo>
        <ipp-com:BeneficiosBajaEnajenacionActivosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">0</ipp-com:BeneficiosBajaEnajenacionActivosTotal>
        <ipp-com:BeneficiosBajaEnajenacionActivosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2000</ipp-com:BeneficiosBajaEnajenacionActivosTotal>
        <ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">28000</ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">59000</ipp-com:OtrosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:OtrosIngresosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">28000</ipp-com:OtrosIngresosTotal>
        <ipp-com:OtrosIngresosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">59000</ipp-com:OtrosIngresosTotal>
        <ipp-com:IngresosAccionistasSignificativos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">431000</ipp-com:IngresosAccionistasSignificativos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">232000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">190000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">270986000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">236141000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosOtrasPartesVinculadas decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">23000</ipp-com:IngresosOtrasPartesVinculadas>
        <ipp-com:IngresosOtrasPartesVinculadas decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">19000</ipp-com:IngresosOtrasPartesVinculadas>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">271241000</ipp-com:IngresosTotal>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">236781000</ipp-com:IngresosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">4222000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">4125000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">593379000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">232675000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosOtrasPartesVinculadas decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">2085000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosOtrasPartesVinculadas>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosOtrasPartesVinculadas decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">2045000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosOtrasPartesVinculadas>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">599686000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">238845000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">58443000</ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">3713000</ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">58443000</ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosTotal>
        <ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">3713000</ipp-com:VentaActivosMaterialesIntangiblesOtrosActivosTotal>
        <ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">73697000</ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">66125000</ipp-com:GarantiasAvalesPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GarantiasAvalesPrestadosTotal decimals="0" contextRef="S12011_A-82110453_dci" unitRef="euro">73697000</ipp-com:GarantiasAvalesPrestadosTotal>
        <ipp-com:GarantiasAvalesPrestadosTotal decimals="0" contextRef="S12010_A-82110453_dpfi" unitRef="euro">66125000</ipp-com:GarantiasAvalesPrestadosTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-gen:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:CuentasAnualesResumidasFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S12011_A-82110453_dci">EEFF Consolidados 30 06 2011.zip</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S12011_A-82110453_dci">zip</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S12011_A-82110453_dci">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</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:CuentasAnualesResumidasFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasValor contextRef="S12011_A-82110453_ici">En este apartado se incluyen en un fichero, los Estados Financieros Intermedios Condensados Consolidados y el Informe de Gestión Consolidado Intermedio.

Añadimos a continuación la siguiente Nota explicativa de Codere S.A.

El 6 de junio de 2011 se produjo la venta de las participaciones que Codere, S.A. poseía en las sociedades del Grupo argentinas Iberargen, S.A. e Interbas, S.A. a la sociedad del Grupo, Colonder, S.A. El precio de venta de dichas participaciones ha sido de 431.930 miles de euros, siendo el importe en libros que tenía registrado Codere, S.A. por la participación en ambas sociedades argentinas de 57.513 miles de euros. Como consecuencia de lo anterior, se ha registrado un beneficio por la venta de dichas participaciones de 374.417 miles de euros, incluido en el epígrafe "0214 Deterioro y resultado por enajenaciones de inmovilizado".
 
De acuerdo con el artículo 21 "Operaciones entre empresas del Grupo" del Marco Conceptual de la Contabilidad del Plan General de Contabilidad aprobado en el Real Decreto 1514/2007 ".....las operaciones entre empresas del mismo grupo, con independencia del grado de vinculación entre las empresas del grupo participantes, se contabilizarán de acuerdo con las normas generales. En consecuencia, con carácter general........, los elementos objeto de la transacción se contabilizarán en el momento inicial por su valor razonable....".
 
El precio de venta de las participaciones que Codere, S.A. poseía en las sociedades del Grupo argentinas Iberargen, S.A. e Interbas, S.A se corresponde con el valor razonable de dichas participaciones en la fecha en que se produjo la venta. Dicho valor razonable se ha obtenido en base a la valoración de un experto independiente.
</ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasValor>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioValor contextRef="S12011_A-82110453_ici">El Informe de Gestión Consolidado Intermedio se incluye en los Estados Financieros Intermedios Condensados Consolidados, adjuntos en el capítulo V de este modelo.</ipp-com:InformeGestionIntermedioValor>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorValor contextRef="S12011_A-82110453_ici">El presente Informe Financiero Semestral no ha sido auditado, ni revisado por auditores externos.</ipp-com:InformeAuditorValor>
    </ipp-com:InformeAuditor>
  </ipp-gen:InformeFinancieroGeneral>
</xbrli:xbrl>