﻿<?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="S22010_A-82473018_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A-82473018_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-01-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-82473018_dpai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-82473018_dpac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-01-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A-82473018_dcoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-07-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A-82473018_dcoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2010-07-01</xbrli:startDate>
      <xbrli:endDate>2010-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-82473018_dpoi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-07-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-82473018_dpoc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2009-07-01</xbrli:startDate>
      <xbrli:endDate>2009-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22010_A-82473018_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, 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="S22010_A-82473018_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, 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="S22009_A-82473018_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S22009_A-82473018_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-82473018">RENTA 4 SERVICIOS DE INVERSION, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2009-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>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="S22010_A-82473018_ici">2010-12-31</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S22010_A-82473018_ici">2010</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S2 contextRef="S22010_A-82473018_ici">S2</ipp-com:Xcode_Periodo_S2>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_GE contextRef="S22010_A-82473018_ici">GE</ipp-com:Xcode_Modelo_GE>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S22010_A-82473018_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="S22010_A-82473018_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S22010_A-82473018_ici">RENTA 4 SERVICIOS DE INVERSION, 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="S22010_A-82473018_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="S22010_A-82473018_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S22010_A-82473018_ici">PASEO DE LA HABANA Nº74</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="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">A-82473018</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
      <ipp-com:InformacionComplementariaValor contextRef="S22010_A-82473018_ici">Las modificaciones y reclasificaciones realizadas por el auditor no suponen modificación alguna para los resultados ya publicados por el grupo consolidado. </ipp-com:InformacionComplementariaValor>
    </ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S22010_A-82473018_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. JUAN CARLOS URETA DOMINGO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">PRESIDENTE</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. PEDRO ANGEL NAVARRO MARTÍNEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">VICEPERESIDENTE</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. SANTIAGO GONZALEZ ENCISO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. JESÚS SANCHEZ-QUIÑONES GONZALEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. PEDRO FERRERAS DÍEZ</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">DÑA. SOFÍA RODRIGUEZ-SAHAGÚN</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. EDUARDO TRUEBA CORTÉS</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. FRANCISCO DE ASÍS GARCÍA MOLINA</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S22010_A-82473018_ici">D. MIGUEL MARÍA PRIMO DE RIVERA URQUIJO</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S22010_A-82473018_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S22010_A-82473018_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S22010_A-82473018_ici">CONSEJERO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S22010_A-82473018_ici">2011-01-31</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-gen:InformacionFinancieraSeleccionada>
      <ipp-gen:BalanceIndividual>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">75364000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">90000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">90000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20403000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">32445000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">21376000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">1050000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">0</ifrs-gp:OtherAssetsNonCurrent>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">7845000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">2562000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">1165000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">1397000</ipp-gen:OtrosDeudores>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">4240000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">15000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">537000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">491000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">83209000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">47657000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">49229000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16277000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16277000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16277000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">27188000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16890000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-15735000</ifrs-gp:TreasuryShares>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8333000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:MenosDividendosRetribuciones decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-3755000</es-be-fs:MenosDividendosRetribuciones>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">31000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <ipp-gen:AjustesValoracionNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-1572000</ipp-gen:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-1572000</ifrs-gp:AvailableForSaleReserves>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">21332000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20374000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20332000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">42000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">838000</ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">120000</ifrs-gp:DeferredTaxLiabilities>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">14220000</ipp-gen:PasivoCorrienteNacional>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">250000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">11762000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">11762000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">146000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">2062000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">395000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">878000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">917000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">789000</ifrs-gp:CurrentTaxPayables>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">83209000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">77315000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">150000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">150000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20940000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">32071000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">23173000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">981000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">7397000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">1658000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">26000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">1632000</ipp-gen:OtrosDeudores>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">4570000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">311000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">838000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">84712000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">46728000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">47753000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16277000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">31176000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">13378000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-17438000</ifrs-gp:TreasuryShares>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">8214000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:MenosDividendosRetribuciones decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-3997000</es-be-fs:MenosDividendosRetribuciones>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">143000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <ipp-gen:AjustesValoracionNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-1025000</ipp-gen:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-1025000</ifrs-gp:AvailableForSaleReserves>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">23141000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22298000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22256000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">42000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">120000</ipp-gen:DeudasEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">723000</ifrs-gp:DeferredTaxLiabilities>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">14843000</ipp-gen:PasivoCorrienteNacional>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">250000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">10697000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">9273000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">1424000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">1796000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">2100000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">262000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">921000</ifrs-gp:CurrentTaxPayables>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">84712000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
      </ipp-gen:BalanceIndividual>
      <ipp-gen:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">6728000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">13110000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">9274000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">13397000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">-1127000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">-476000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-2220000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1424000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">-1216000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">-1206000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-2518000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-2462000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">-540000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">-520000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-1067000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1038000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1000</ipp-gen:OtrosResultados>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">3845000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">7072000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">7592000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">8185000</ipp-gen:ResultadoExplotacionNacional>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">-543000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">-525000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-1057000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1326000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">-543000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">-525000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-1057000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1326000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">3302000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">6547000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">6535000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">6859000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">1798000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">1355000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1798000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">1355000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">5100000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">7902000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">8333000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">8214000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22010_A-82473018_dcoi" unitRef="euro">5100000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22009_A-82473018_dpoi" unitRef="euro">7902000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">8333000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">8214000</ipp-gen:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcoi" unitRef="pure">0.14</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpoi" unitRef="pure">0.20</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dci" unitRef="pure">0.22</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="pure">0.21</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcoi" unitRef="pure">0.14</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpoi" unitRef="pure">0.20</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dci" unitRef="pure">0.22</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="pure">0.21</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasIndividual>
      <ipp-gen:EstadoIngresosGastosReconocidosIndividual>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">8333000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">8214000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-1832000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">528000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-2617000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">754000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-2617000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">754000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">785000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-226000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1285000</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-557000</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1835000</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-796000</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1835000</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-796000</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-550000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">239000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">7786000</ipp-gen:TotalIngresosGastosReconocidosNacional>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">8185000</ipp-gen:TotalIngresosGastosReconocidosNacional>
      </ipp-gen:EstadoIngresosGastosReconocidosIndividual>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">40557000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-17438000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8214000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">143000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-1025000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">46728000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">40557000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-17438000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8214000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">143000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-1025000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">46728000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8333000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-547000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">7786000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-234000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">1703000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-8214000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-112000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-6857000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-4045000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">4030000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-15000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-3755000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-3755000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-648000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-2327000</ifrs-gp:TreasuryShares>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-112000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-3087000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8214000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-8214000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">40323000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-15735000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">8333000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">31000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">-1572000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">47657000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">43588000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-4891000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">5801000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">312000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-996000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">60091000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">43588000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-4891000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">5801000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">312000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-996000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">60091000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">8214000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-29000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">8185000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-3031000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-12547000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-5801000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-169000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-21548000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-3954000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">4112000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">158000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-3997000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-3997000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-881000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-16659000</ifrs-gp:TreasuryShares>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-169000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-17709000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">5801000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-5801000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">40557000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-17438000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">8214000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">143000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">-1025000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">46728000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-gen:EstadoFlujosEfectivoIndividual>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-3923000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">6917000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">6535000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">6859000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">2953000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">592000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1067000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">1038000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1886000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-446000</ipp-com:OtrosAjustes>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-13411000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-534000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1057000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">1326000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-12679000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-11447000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-1283000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-1300000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-506000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">10887000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">10995000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">15428000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-8914000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-11433000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-393000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-611000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-470000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-192000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-8051000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-10630000</ipp-gen:ActivosFinancierosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">19909000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">26861000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">17000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">7158000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">14993000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">12751000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">11851000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-7419000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-22882000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-628000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-10278000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">13247000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">7978000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-13875000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-18256000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-6791000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-12604000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">-347000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">-537000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">838000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">1375000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">491000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">838000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-com:CajaBancos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">491000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">838000</ipp-com:CajaBancos>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">491000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">838000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoIndividual>
      <ipp-gen:BalanceConsolidado>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">77328000</ipp-gen:ActivoNoCorrienteNiif>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">77605000</ipp-gen:ActivoNoCorrienteNiif>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">9953000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">9699000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">8939000</ifrs-gp:GoodwillNet>
        <ifrs-gp:GoodwillNet decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">8939000</ifrs-gp:GoodwillNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1014000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">760000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">25667000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">29604000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:InvestmentProperty decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">4015000</ifrs-gp:InvestmentProperty>
        <ifrs-gp:EquityMethodAccountedInvestmentsTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">382000</ifrs-gp:EquityMethodAccountedInvestmentsTotal>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">36070000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">37525000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1241000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">777000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">339785000</ipp-gen:ActivoCorrienteNiif>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">430401000</ipp-gen:ActivoCorrienteNiif>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">20452000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">18362000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">19446000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">17143000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1006000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1219000</ipp-gen:OtrosDeudores>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">258658000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">306328000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1427000</ipp-gen:OtrosActivosCorrientes>
        <ipp-gen:OtrosActivosCorrientes decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">2099000</ipp-gen:OtrosActivosCorrientes>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">59248000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">103612000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">417113000</ipp-gen:TotalActivoNiif>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">508006000</ipp-gen:TotalActivoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">62585000</ipp-gen:PatrimonioNetoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">63966000</ipp-gen:PatrimonioNetoNiif>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">61477000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">62875000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">64344000</ipp-gen:FondosPropiosNiif>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">64565000</ipp-gen:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">16277000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">16277000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">16277000</ifrs-gp:IssuedCapital>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">27188000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:SharePremiumTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">31176000</ifrs-gp:SharePremiumTotal>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">34727000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">32462000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-16269000</ifrs-gp:TreasuryShares>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-18312000</ifrs-gp:TreasuryShares>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6034000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6291000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:MenosDividendosRetribuciones decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-3755000</es-be-fs:MenosDividendosRetribuciones>
        <es-be-fs:MenosDividendosRetribuciones decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-3997000</es-be-fs:MenosDividendosRetribuciones>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">142000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">668000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-2867000</ipp-gen:AjustesValoracionNiif>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-2867000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-1690000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1108000</ifrs-gp:MinorityInterest>
        <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1091000</ifrs-gp:MinorityInterest>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">37240000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">36919000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">36058000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">35837000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">35986000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">35795000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">72000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">42000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1182000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1082000</ifrs-gp:DeferredTaxLiabilities>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">317288000</ipp-gen:PasivoCorrienteNiif>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">407121000</ipp-gen:PasivoCorrienteNiif>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">250000</ifrs-gp:ProvisionsCurrent>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">995000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">313981000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">399676000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">21224000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">20897000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">292757000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">378779000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">2916000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6038000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">968000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1035000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1159000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">4082000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">789000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">921000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">141000</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">412000</ifrs-gp:OtherLiabilitiesCurrent>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">417113000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">508006000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">16277000</ifrs-gp:IssuedCapital>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-1690000</ipp-gen:AjustesValoracionNiif>
      </ipp-gen:BalanceConsolidado>
      <ipp-gen:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">24876000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">25298000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">52534000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">48958000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-7708000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-6902000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-15592000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-13891000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-14495000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-14582000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-30163000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-27316000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-1208000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-1143000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2325000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-2270000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">1406000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">2637000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">4393000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">5388000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-30000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-59000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-34000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-61000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-63000</ipp-gen:OtrosResultados>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">3068000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">1649000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">5114000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">5189000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-1256000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-1308000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2439000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-3889000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">2146000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">376000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">2809000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ipp-gen:VariacionValorRazonableInstrumentosFinancieros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">419000</ipp-gen:VariacionValorRazonableInstrumentosFinancieros>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">424000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">769000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1021000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">1714000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-1979000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-305000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2600000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-305000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">2403000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">1181000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">3905000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">3128000</ipp-gen:ResultadoFinanciero>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-260000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">115000</ifrs-gp:ShareOfProfitLossFromEquityAccountedInvestments>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">3549000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">3818000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">8413000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">8516000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-1198000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-1091000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2403000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-2277000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">2351000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">2727000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">6010000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6239000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">2351000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">2727000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">6010000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6239000</ipp-gen:ResultadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">2362000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">2749000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">6034000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6291000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22010_A-82473018_dcoc" unitRef="euro">-11000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22009_A-82473018_dpoc" unitRef="euro">-22000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-24000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:ProfitLossAttributableToMinorityInterest decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-52000</ifrs-gp:ProfitLossAttributableToMinorityInterest>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcoc" unitRef="pure">0.06</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpoc" unitRef="pure">0.07</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcc" unitRef="pure">0.16</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpac" unitRef="pure">0.16</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcoc" unitRef="pure">0.06</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpoc" unitRef="pure">0.07</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22010_A-82473018_dcc" unitRef="pure">0.16</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S22009_A-82473018_dpac" unitRef="pure">0.16</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasConsolidada>
      <ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">6010000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6239000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2304000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">1057000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-3290000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">1510000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-3290000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">1510000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">986000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-453000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1187000</ipp-gen:TransferenciasCuentaPerdidasGananciasNiif>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-433000</ipp-gen:TransferenciasCuentaPerdidasGananciasNiif>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1696000</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-619000</ipp-gen:ValoracionInstrumentosFinancierosPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1696000</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-619000</ipp-gen:ActivosFinancierosDisponiblesVentaPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-509000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">186000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">4893000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6863000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">4857000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">6896000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">36000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
        <es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-33000</es-be-fs:InteresesMinoritariosIngresosGastosTotalesEjercicio>
      </ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">59641000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-18312000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6291000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">668000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-1690000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1091000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">63966000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">61690000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-5567000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">5575000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1360000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-2295000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1126000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">78166000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">59641000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-18312000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6291000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">668000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-1690000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1091000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">63966000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6034000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-1177000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">36000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">4893000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-1481000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">2043000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-6291000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-526000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-19000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-6274000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-3999000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">3985000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-14000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-3755000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-3755000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-20000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-1942000</ifrs-gp:TreasuryShares>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-526000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-2488000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6293000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-6291000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-19000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-17000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">58160000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-16269000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6034000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">142000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">-2867000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1108000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">62585000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">61690000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-5567000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">5575000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1360000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-2295000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1126000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">78166000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6291000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">605000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-33000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6863000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-2049000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-12745000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-5575000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-692000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-2000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-21063000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:AumentosReduccionesCapital>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-3954000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">3694000</ifrs-gp:TreasuryShares>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-260000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:AumentosReduccionesCapital>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-3997000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-3997000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OperacionesAccionesPropias>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">332000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-16439000</ifrs-gp:TreasuryShares>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-692000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-16799000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesAccionesPropias>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">5570000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-5575000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-2000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-7000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">16277000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">59641000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-18312000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6291000</es-be-fs:ResultadoEjercicioBalance>
            <es-be-fs:OtrosInstrumentosCapitalFondosPropios decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">668000</es-be-fs:OtrosInstrumentosCapitalFondosPropios>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">-1690000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1091000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">63966000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-31880000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-8721000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">8413000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">8516000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">3418000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">2386000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">2325000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">2270000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1093000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">116000</ipp-com:OtrosAjustes>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-43711000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-19623000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">1928000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">2714000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsOperating decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-441000</ifrs-gp:PaymentsOfDividendsClassifiedAsOperating>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsOperating decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-413000</ifrs-gp:PaymentsOfDividendsClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2209000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-1356000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-42989000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-20568000</ifrs-gp:OtherInflowsOutflowsFromOtherOperatingActivities>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-4052000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-3239000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-12061000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-18797000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2658000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-9403000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-882000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-17915000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">7568000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">15145000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">77000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">7529000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">16877000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">39000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-1809000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">441000</ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto>
        <ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">413000</ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsInvesting decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">441000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsInvesting>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsInvesting decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">413000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsInvesting>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-8432000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-17086000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">320000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-2320000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">31630000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">23478000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-31310000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-25798000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-6460000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-12324000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-2292000</ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto>
        <ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-2442000</ipp-gen:OtrosFlujosEfectivoActividadesFinanciacionIndirecto>
        <ifrs-gp:PaymentsOfInterestClassifiedAsFinancing decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-1928000</ifrs-gp:PaymentsOfInterestClassifiedAsFinancing>
        <ifrs-gp:PaymentsOfInterestClassifiedAsFinancing decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-2714000</ifrs-gp:PaymentsOfInterestClassifiedAsFinancing>
        <ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-364000</ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities>
        <ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">272000</ifrs-gp:OtherCashFlowsFromUsedInFinancingActivities>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">-44364000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">-29046000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">103612000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">132658000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">59248000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">103612000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-com:CajaBancos decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">59248000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">103612000</ipp-com:CajaBancos>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22010_A-82473018_dcc" unitRef="euro">59248000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S22009_A-82473018_dpac" unitRef="euro">103612000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:DividendosPagados>
        <ipp-com:AccionesOrdinarias>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A-82473018_dci" unitRef="pure">25.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="pure">25.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A-82473018_dci" unitRef="euro">0.10</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="euro">0.10</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3775000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3997000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3775000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3997000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
        <ipp-com:DividendosCargoResultados>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22010_A-82473018_dci" unitRef="pure">25.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="pure">25.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22010_A-82473018_dci" unitRef="euro">0.10</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S22009_A-82473018_dpai" unitRef="euro">0.10</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3775000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3997000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">9813000</ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">20536000</ipp-gen:InstrumentosPatrimonioNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">10870000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">11164000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">693000</ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">4370000</ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20683000</ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">31700000</ipp-gen:LargoPlazoNoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">693000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">4370000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:InstrumentosPatrimonioCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">15000</ipp-gen:InstrumentosPatrimonioCorrientesCarteraNegociacion>
        <ipp-gen:InstrumentosPatrimonioCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">27000</ipp-gen:InstrumentosPatrimonioCorrientesCarteraNegociacion>
        <ipp-gen:ValoresRepresentativosDeudaCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">14000</ipp-gen:ValoresRepresentativosDeudaCorrientesCarteraNegociacion>
        <ipp-gen:ValoresRepresentativosDeudaCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">117048000</ipp-gen:ValoresRepresentativosDeudaCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:DerivadosCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">303000</ipp-gen:DerivadosCorrientesCarteraNegociacion>
        <ipp-gen:OtrosActivosFinancierosCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">141266000</ipp-gen:OtrosActivosFinancierosCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:CortoPlazoCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">15000</ipp-gen:CortoPlazoCorrientesCarteraNegociacion>
        <ipp-gen:CortoPlazoCorrientesCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">344000</ipp-gen:CortoPlazoCorrientesCarteraNegociacion>
        <ipp-gen:CortoPlazoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">258314000</ipp-gen:CortoPlazoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">15000</ipp-gen:TotalCarteraNegociacion>
        <ipp-gen:TotalCarteraNegociacion decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">344000</ipp-gen:TotalCarteraNegociacion>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20683000</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">31700000</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">693000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">262684000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20332000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">35986000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">42000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">72000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20374000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">36058000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">11634000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">21224000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">128000</ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">442000</ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">0</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">292315000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">128000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">442000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">11634000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">313539000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">128000</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">442000</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">32008000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">349597000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">11434000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">21666000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">10973000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:ValoresRepresentativosDeudaNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">11450000</ipp-gen:ValoresRepresentativosDeudaNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">766000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">4409000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22407000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">33116000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">766000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">4409000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:InstrumentosPatrimonioCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20000</ipp-gen:InstrumentosPatrimonioCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:InstrumentosPatrimonioCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">33000</ipp-gen:InstrumentosPatrimonioCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:ValoresRepresentativosDeudaCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">211766000</ipp-gen:ValoresRepresentativosDeudaCorrientesPrestamosPartidasCobrar>
        <ipp-gen:DerivadosCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">232000</ipp-gen:DerivadosCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">6228000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">94297000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20000</ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">265000</ipp-gen:CortoPlazoCorrientesOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">6228000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">306063000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20000</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">265000</ipp-gen:TotalOtrosActivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22407000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">33116000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">6994000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">310472000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22256000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">35795000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">42000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">42000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">22298000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">35837000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">9273000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">20897000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">85000</ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">355000</ipp-gen:DerivadosPasivosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">1339000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">378424000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">85000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">355000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">10612000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">399321000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">85000</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">355000</ipp-gen:TotalOtrosPasivosFinancierosValorRazonableCambiosPerdidasGanancias>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">32910000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">435158000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
      </ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">13397000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">13110000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">52534000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">48958000</ipp-com:MercadoInterior>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">13397000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">13110000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">52534000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">48958000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
        <ipp-com:SegmentosIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2221 contextRef="S22010_A-82473018_icc">2221</ipp-com:Xcode_SI.2221>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">INTERMEDIACIÓN</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">32040000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">32624000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6411000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6385000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">38451000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">39009000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2222 contextRef="S22010_A-82473018_icc">2222</ipp-com:Xcode_SI.2222>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">GESTIÓN DE ACTIVOS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">15112000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">13130000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">15112000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">13130000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2223 contextRef="S22010_A-82473018_icc">2223</ipp-com:Xcode_SI.2223>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">SERVICIOS CORPORATIVOS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">5382000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">3204000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">3204000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">5382000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoAjustesEliminaciones>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6411000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">6411000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoAjustesEliminaciones>
          <ipp-com:SegmentoElementoTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">52534000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">48958000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">12822000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6385000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">65356000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">55343000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoTotal>
        </ipp-com:SegmentosIngresos>
        <ipp-com:SegmentosResultados>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2250 contextRef="S22010_A-82473018_icc">2250</ipp-com:Xcode_SR.2250>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">INTERMEDIACIÓN</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">5824000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">6578000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2251 contextRef="S22010_A-82473018_icc">2251</ipp-com:Xcode_SR.2251>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">GESTIÓN DE ACTIVOS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">1674000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">1528000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2252 contextRef="S22010_A-82473018_icc">2252</ipp-com:Xcode_SR.2252>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S22010_A-82473018_icc">SERVICIOS CORPORATIVOS</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">915000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">410000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">8413000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">8516000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">8413000</ipp-com:ResultadoAntesImpuestos>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">8516000</ipp-com:ResultadoAntesImpuestos>
        </ipp-com:SegmentosResultados>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">39</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">36</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">290</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">277</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">20</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">20</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">200</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">193</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22010_A-82473018_ici" unitRef="euro">19</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22009_A-82473018_ipai" unitRef="euro">16</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22010_A-82473018_icc" unitRef="euro">90</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S22009_A-82473018_ipac" unitRef="euro">84</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">928000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">833000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">20000</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">4000</ipp-com:Dietas>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">138000</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">104000</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:Otros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Otros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1086000</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">941000</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:Anticipos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">2000</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">2000</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">582000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">510000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:ArrendamientosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">18000</ipp-com:ArrendamientosAdministradoresDirectivos>
        <ipp-com:ArrendamientosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">19000</ipp-com:ArrendamientosAdministradoresDirectivos>
        <ipp-com:ArrendamientosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">18000</ipp-com:ArrendamientosTotal>
        <ipp-com:ArrendamientosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">19000</ipp-com:ArrendamientosTotal>
        <ipp-com:RecepcionServiciosOtrasPartesVinculadas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">48000</ipp-com:RecepcionServiciosOtrasPartesVinculadas>
        <ipp-com:RecepcionServiciosOtrasPartesVinculadas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">48000</ipp-com:RecepcionServiciosOtrasPartesVinculadas>
        <ipp-com:RecepcionServiciosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">48000</ipp-com:RecepcionServiciosTotal>
        <ipp-com:RecepcionServiciosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">48000</ipp-com:RecepcionServiciosTotal>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">18000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">19000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosOtrasPartesVinculadas decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">48000</ipp-com:GastosOtrasPartesVinculadas>
        <ipp-com:GastosOtrasPartesVinculadas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">48000</ipp-com:GastosOtrasPartesVinculadas>
        <ipp-com:GastosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">66000</ipp-com:GastosTotal>
        <ipp-com:GastosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">67000</ipp-com:GastosTotal>
        <ipp-com:IngresosFinancierosAccionistasSignificativos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">107000</ipp-com:IngresosFinancierosAccionistasSignificativos>
        <ipp-com:IngresosFinancierosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1000</ipp-com:IngresosFinancierosAdministradoresDirectivos>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">108000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:PrestacionServiciosAccionistasSignificativos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">6000</ipp-com:PrestacionServiciosAccionistasSignificativos>
        <ipp-com:PrestacionServiciosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">119000</ipp-com:PrestacionServiciosAdministradoresDirectivos>
        <ipp-com:PrestacionServiciosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">107000</ipp-com:PrestacionServiciosAdministradoresDirectivos>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">125000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">107000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:IngresosAccionistasSignificativos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">6000</ipp-com:IngresosAccionistasSignificativos>
        <ipp-com:IngresosAccionistasSignificativos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">107000</ipp-com:IngresosAccionistasSignificativos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">119000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">108000</ipp-com:IngresosAdministradoresDirectivos>
        <ipp-com:IngresosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">125000</ipp-com:IngresosTotal>
        <ipp-com:IngresosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">215000</ipp-com:IngresosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3126000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3084000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3126000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3084000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">124000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">12000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioAdministradoresDirectivos>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">124000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal>
        <ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">12000</ipp-com:AmortizacionCancelacionPrestamosContratosArrendamientoArrendatarioTotal>
        <ipp-com:GarantiasAvalesRecibidosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">10244000</ipp-com:GarantiasAvalesRecibidosAdministradoresDirectivos>
        <ipp-com:GarantiasAvalesRecibidosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">10244000</ipp-com:GarantiasAvalesRecibidosAdministradoresDirectivos>
        <ipp-com:GarantiasAvalesRecibidosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">10244000</ipp-com:GarantiasAvalesRecibidosTotal>
        <ipp-com:GarantiasAvalesRecibidosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">10244000</ipp-com:GarantiasAvalesRecibidosTotal>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosAccionistasSignificativos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">1433000</ipp-com:DividendosOtrosBeneficiosDistribuidosAccionistasSignificativos>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosAccionistasSignificativos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">1142000</ipp-com:DividendosOtrosBeneficiosDistribuidosAccionistasSignificativos>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">3117000</ipp-com:DividendosOtrosBeneficiosDistribuidosAdministradoresDirectivos>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">3263000</ipp-com:DividendosOtrosBeneficiosDistribuidosAdministradoresDirectivos>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">4550000</ipp-com:DividendosOtrosBeneficiosDistribuidosTotal>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">4405000</ipp-com:DividendosOtrosBeneficiosDistribuidosTotal>
        <ipp-com:OtrasOperacionesAccionistasSignificativos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">352000</ipp-com:OtrasOperacionesAccionistasSignificativos>
        <ipp-com:OtrasOperacionesAccionistasSignificativos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">38000</ipp-com:OtrasOperacionesAccionistasSignificativos>
        <ipp-com:OtrasOperacionesAdministradoresDirectivos decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">133000</ipp-com:OtrasOperacionesAdministradoresDirectivos>
        <ipp-com:OtrasOperacionesAdministradoresDirectivos decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">80000</ipp-com:OtrasOperacionesAdministradoresDirectivos>
        <ipp-com:OtrasOperacionesOtrasPartesVinculadas decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">4000</ipp-com:OtrasOperacionesOtrasPartesVinculadas>
        <ipp-com:OtrasOperacionesTotal decimals="0" contextRef="S22009_A-82473018_dpai" unitRef="euro">485000</ipp-com:OtrasOperacionesTotal>
        <ipp-com:OtrasOperacionesTotal decimals="0" contextRef="S22010_A-82473018_dci" unitRef="euro">122000</ipp-com:OtrasOperacionesTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-gen:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:NotasExplicativasEstadosFinancierosFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S22010_A-82473018_dci">FY10.pdf</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S22010_A-82473018_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S22010_A-82473018_dci">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</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:NotasExplicativasEstadosFinancierosFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S22010_A-82473018_dci">Renta 4 estados financieros intermedios resumidos dic.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S22010_A-82473018_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S22010_A-82473018_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformeGestionIntermedioFicheroAdjunto>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorValor contextRef="S22010_A-82473018_ici">El presente informe semestral no ha sido auditado</ipp-com:InformeAuditorValor>
    </ipp-com:InformeAuditor>
  </ipp-gen:InformeFinancieroGeneral>
</xbrli:xbrl>