﻿<?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="S12013_A-48001721_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2013-07-01</xbrli:startDate>
      <xbrli:endDate>2013-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12013_A-48001721_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2013-07-01</xbrli:startDate>
      <xbrli:endDate>2013-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_dpfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2012-07-01</xbrli:startDate>
      <xbrli:endDate>2012-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_dpfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2012-07-01</xbrli:startDate>
      <xbrli:endDate>2012-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12013_A-48001721_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2013-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12013_A-48001721_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2013-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2013-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2013-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_ipfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2012-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12012_A-48001721_ipfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-48001721">BODEGAS BILBAINAS, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2012-12-31</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="S12013_A-48001721_ici">2013-12-31</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S12013_A-48001721_ici">2013</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S1 contextRef="S12013_A-48001721_ici">S1</ipp-com:Xcode_Periodo_S1>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_GE contextRef="S12013_A-48001721_ici">GE</ipp-com:Xcode_Modelo_GE>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S12013_A-48001721_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="S12013_A-48001721_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S12013_A-48001721_ici">BODEGAS BILBAINAS, 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="S12013_A-48001721_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="S12013_A-48001721_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S12013_A-48001721_ici">Particular del Norte, 2. Bilbao</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="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">A-48001721</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada />
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S12013_A-48001721_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12013_A-48001721_ici">JAVIER PAGÉS FONT</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12013_A-48001721_ici">PRESIDENTE</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12013_A-48001721_ici">ANA TERESA RAVENTÓS CHALBAUD</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12013_A-48001721_ici">VICE-PRESIDENTE</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12013_A-48001721_ici">JAIME MARINÉ SALUDES</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12013_A-48001721_ici">CONSEJERO EJECUTIVO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12013_A-48001721_ici">FERNANDO MENDEZONA PEÑA</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12013_A-48001721_ici">CONSEJERO DOMINICAL</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12013_A-48001721_ici">FERNANDO CALVO AROCENA</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12013_A-48001721_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12013_A-48001721_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12013_A-48001721_ici">SECRETARIO CONSEJO</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S12013_A-48001721_ici">2014-02-04</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-gen:InformacionFinancieraSeleccionada>
      <ipp-gen:BalanceIndividual>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">14173000</ipp-gen:ActivoNoCorrienteNacional>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">14403000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">534000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">534000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">534000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">534000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">13539000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">13769000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">8000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">8000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">92000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">92000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">38262000</ipp-gen:ActivoCorrienteNacional>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">36691000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:Inventories decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">17692000</ifrs-gp:Inventories>
        <ifrs-gp:Inventories decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">17356000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">5817000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">3494000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">27000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">13000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">5790000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">3481000</ipp-gen:OtrosDeudores>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">12214000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">10466000</ipp-gen:InversionesEmpresasGrupoAsociadasCortoPlazo>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2501000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">5001000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">38000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">374000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">52435000</ipp-gen:TotalActivoNacional>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">51094000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">45952000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">44724000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">45424000</ipp-gen:FondosPropiosNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">44191000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">16790000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">16790000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">16790000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">16790000</ifrs-gp:IssuedCapital>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">26914000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">25163000</ifrs-gp:OtherReserves>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-7000</ifrs-gp:TreasuryShares>
        <ifrs-gp:TreasuryShares decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">-7000</ifrs-gp:TreasuryShares>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1727000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2245000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">528000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
        <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">533000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2236000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2583000</ipp-gen:PasivoNoCorrienteNacional>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">83000</ifrs-gp:ProvisionsNonCurrent>
        <ifrs-gp:ProvisionsNonCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">83000</ifrs-gp:ProvisionsNonCurrent>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1853000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2198000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1688000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2035000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">165000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">163000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">300000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">302000</ifrs-gp:DeferredTaxLiabilities>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">4247000</ipp-gen:PasivoCorrienteNacional>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">3787000</ipp-gen:PasivoCorrienteNacional>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">767000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1376000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">757000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1364000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">10000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">12000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">3480000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2411000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2012000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1487000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">297000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">494000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1171000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">430000</ifrs-gp:CurrentTaxPayables>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">52435000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">51094000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
      </ipp-gen:BalanceIndividual>
      <ipp-gen:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">7435000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">6908000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">626000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">532000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">47000</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:WorkPerformedByEntityAndCapitalised decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">22000</ifrs-gp:WorkPerformedByEntityAndCapitalised>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-3510000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-3119000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">70000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">72000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-950000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-985000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-1068000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-848000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-688000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-727000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">26000</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">18000</ipp-gen:ImputacionSubvencionesInmovilizadoNoFinancieroOtras>
        <ipp-gen:DeterioroResultadoEnajenacionesInmovilizado decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-4000</ipp-gen:DeterioroResultadoEnajenacionesInmovilizado>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">229000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1000</ipp-gen:OtrosResultados>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">2213000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">1872000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">308000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">142000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-54000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">254000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">141000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">2467000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">2013000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-740000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-604000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">1727000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">1409000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">1727000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">1409000</ipp-gen:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12013_A-48001721_dci" unitRef="pure">0.62</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12012_A-48001721_dpfi" unitRef="pure">0.50</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12013_A-48001721_dci" unitRef="pure">0.62</ifrs-gp:DilutedEarningsLossPerShare>
        <ifrs-gp:DilutedEarningsLossPerShare decimals="2" contextRef="S12012_A-48001721_dpfi" unitRef="pure">0.50</ifrs-gp:DilutedEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasIndividual>
      <ipp-gen:EstadoIngresosGastosReconocidosIndividual>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">1727000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">1409000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">13000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">18000</ipp-gen:SubvencionesDonacionesLegadosPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-5000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-18000</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:TransferenciasCuentaPerdidasGananciasNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-13000</ipp-gen:TransferenciasCuentaPerdidasGananciasNacional>
        <ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-26000</ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias>
        <ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-18000</ipp-gen:SubvencionesDonacionesLegadosPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">8000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:EfectoImpositivoPerdidasGanancias decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">5000</ipp-gen:EfectoImpositivoPerdidasGanancias>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">1722000</ipp-gen:TotalIngresosGastosReconocidosNacional>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">1396000</ipp-gen:TotalIngresosGastosReconocidosNacional>
      </ipp-gen:EstadoIngresosGastosReconocidosIndividual>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">25163000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-7000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2245000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">533000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">44724000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">23650000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-6000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1955000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">369000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">42758000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">25163000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-7000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2245000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">533000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">44724000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">23650000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-6000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1955000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">369000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">42758000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1727000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-5000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1722000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1409000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-13000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1396000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-494000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-494000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-430000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-430000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-494000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-494000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-430000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-430000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1751000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-1751000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1525000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-1525000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1751000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-1751000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1525000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-1525000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">26914000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">-7000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1727000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">528000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">45952000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">16790000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">25175000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:TreasuryShares decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">-6000</ifrs-gp:TreasuryShares>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">1409000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ipp-com:SubvencionesDonacionesLegadosRecibidos decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">356000</ipp-com:SubvencionesDonacionesLegadosRecibidos>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">43724000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-gen:EstadoFlujosEfectivoIndividual>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">806000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">335000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">2467000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">2013000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">669000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">709000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">688000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">727000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-19000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-18000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-1801000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-2008000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-529000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-379000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-529000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-379000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">290000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-246000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-2210000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-246000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-463000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-246000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-1747000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">2500000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">2500000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-1432000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1519000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:CobrosPagosInstrumentosPatrimonioNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">18000</ipp-gen:CobrosPagosInstrumentosPatrimonioNacional>
        <ipp-gen:SubvencionesDonacionesLegadosRecibidosPatrimonio decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">18000</ipp-gen:SubvencionesDonacionesLegadosRecibidosPatrimonio>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-956000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1089000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">151000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-1107000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1089000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-494000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-430000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">-336000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">-1430000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">374000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">2011000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">38000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">581000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-com:CajaBancos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">38000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">581000</ipp-com:CajaBancos>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">38000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">581000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoIndividual>
      <ipp-com:DividendosPagados>
        <ipp-com:AccionesOrdinarias>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12013_A-48001721_dci" unitRef="pure">2.99</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12012_A-48001721_dpfi" unitRef="pure">2.56</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12013_A-48001721_dci" unitRef="euro">0.18</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0.15</ipp-com:ImportePorAccion>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">494000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">430000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:AccionesOrdinarias>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">494000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">430000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
        <ipp-com:DividendosCargoResultados>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">494000</ipp-com:ImporteTotal>
            <ipp-com:ImporteTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">430000</ipp-com:ImporteTotal>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:DividendosCargoResultados>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaNoRequeridoFolletoSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoInicial>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaEmisiones>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaRecomprasReembolsos>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaAjustesTipoCambioOtros>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OtrosValoresRepresentativosDeudaEmitidosFueraUnionEuropeaSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoInicial>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoOtorgadas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoCanceladas>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoAjustesTipoCambioOtros>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
        <ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:EmisionesValoresRepresentativosDeudaGarantizadosPorGrupoSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">7000</ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">7000</ipp-gen:OtrosActivosFinancierosNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">7000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">7000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">12214000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">10466000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2501000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">5000000</ipp-gen:OtrosActivosFinancierosCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">12214000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">10466000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2501000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">5000000</ipp-gen:CortoPlazoCorrientesCarteraInversionVencimiento>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">7000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">7000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">12215000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">10467000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2501000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:TotalCarteraInversionVencimiento decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">5000000</ipp-gen:TotalCarteraInversionVencimiento>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1688000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2035000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">165000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">163000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">1853000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">2198000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">757000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1364000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">10000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">12000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">767000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">1376000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">2620000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12012_A-48001721_ipai" unitRef="euro">3574000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
      </ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">7435000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">6908000</ipp-com:MercadoInterior>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">7435000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">6908000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">53</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">56</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">44</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">47</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12013_A-48001721_ici" unitRef="euro">9</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12012_A-48001721_ipfi" unitRef="euro">9</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:Otros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Otros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:Anticipos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">0</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">161000</ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">124000</ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:RecepcionServiciosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">161000</ipp-com:RecepcionServiciosTotal>
        <ipp-com:RecepcionServiciosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">124000</ipp-com:RecepcionServiciosTotal>
        <ipp-com:CompraBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:CompraBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:CompraBienesTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">0</ipp-com:CompraBienesTotal>
        <ipp-com:GastosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">161000</ipp-com:GastosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">124000</ipp-com:GastosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">161000</ipp-com:GastosTotal>
        <ipp-com:GastosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">124000</ipp-com:GastosTotal>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">258000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">142000</ipp-com:IngresosFinancierosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">258000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:IngresosFinancierosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">142000</ipp-com:IngresosFinancierosTotal>
        <ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">15000</ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">9000</ipp-com:ArrendamientosIngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:ArrendamientosIngresosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">15000</ipp-com:ArrendamientosIngresosTotal>
        <ipp-com:ArrendamientosIngresosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">9000</ipp-com:ArrendamientosIngresosTotal>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">86000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">80000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">86000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">80000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">7198000</ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">6606000</ipp-com:VentaBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">7198000</ipp-com:VentaBienesTotal>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">6606000</ipp-com:VentaBienesTotal>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">7557000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">6837000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">7557000</ipp-com:IngresosTotal>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">6837000</ipp-com:IngresosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">12214000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">10466000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosPersonasSociedadesEntidadesGrupo>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">12214000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">10466000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">435000</ipp-com:DividendosOtrosBeneficiosDistribuidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">378000</ipp-com:DividendosOtrosBeneficiosDistribuidosPersonasSociedadesEntidadesGrupo>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosTotal decimals="0" contextRef="S12013_A-48001721_dci" unitRef="euro">435000</ipp-com:DividendosOtrosBeneficiosDistribuidosTotal>
        <ipp-com:DividendosOtrosBeneficiosDistribuidosTotal decimals="0" contextRef="S12012_A-48001721_dpfi" unitRef="euro">378000</ipp-com:DividendosOtrosBeneficiosDistribuidosTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-gen:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:NotasExplicativasEstadosFinancierosFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S12013_A-48001721_dci">B001_EFI_31122013.pdf</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S12013_A-48001721_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S12013_A-48001721_dci">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</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:NotasExplicativasEstadosFinancierosFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioValor contextRef="S12013_A-48001721_ici">El informe de gestión intermedio forma parte del capítulo V Notas explicativas a los estados financieros intermedios.</ipp-com:InformeGestionIntermedioValor>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorValor contextRef="S12013_A-48001721_ici">Los estados financieros intermedios del semestre terminado el 31 de diciembre de 2013 no han sido auditados.</ipp-com:InformeAuditorValor>
    </ipp-com:InformeAuditor>
  </ipp-gen:InformeFinancieroGeneral>
</xbrli:xbrl>