﻿<?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="S12008_A-28041283_dci">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-01-01</xbrli:startDate>
      <xbrli:endDate>2008-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12008_A-28041283_dcc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2008-01-01</xbrli:startDate>
      <xbrli:endDate>2008-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_dpfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2007-01-01</xbrli:startDate>
      <xbrli:endDate>2007-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_dpfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2007-01-01</xbrli:startDate>
      <xbrli:endDate>2007-06-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12008_A-28041283_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2008-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12008_A-28041283_icc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2008-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_ipai">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2007-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_ipac">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2007-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_ipfi">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2007-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Individual</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="S12007_A-28041283_ipfc">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28041283">LABORATORIOS FARMACEUTICOS ROVI, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
      </xbrli:segment>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2007-06-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <ipp:Modelo>GE</ipp:Modelo>
      <ipp:Apartado>Consolidado</ipp:Apartado>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <xbrli:unit id="pure">
    <xbrli:measure>xbrli:pure</xbrli:measure>
  </xbrli:unit>
  <ipp-gen:InformeFinancieroGeneral>
    <ipp-com:IdentificacionInforme>
      <ipp-com:CierreEjercicioInforme contextRef="S12008_A-28041283_ici">2008-06-30</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="S12008_A-28041283_ici">2008</ipp-com:AnoInforme>
      <ipp-com:PeriodoInforme>
        <ipp-com:Xcode_Periodo_S1 contextRef="S12008_A-28041283_ici">S1</ipp-com:Xcode_Periodo_S1>
      </ipp-com:PeriodoInforme>
      <ipp-com:ModeloInforme>
        <ipp-com:Xcode_Modelo_GE contextRef="S12008_A-28041283_ici">GE</ipp-com:Xcode_Modelo_GE>
      </ipp-com:ModeloInforme>
      <ipp-com:Version contextRef="S12008_A-28041283_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="S12008_A-28041283_ici">DS</dgi-lc-es:Xcode_NMT.DS>
          </dgi-est-gen:LegalNameType>
          <dgi-est-gen:LegalNameValue contextRef="S12008_A-28041283_ici">LABORATORIOS FARMACEUTICOS ROVI, 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="S12008_A-28041283_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="S12008_A-28041283_ici">05</dgi-lc-int:Xcode_UN3477.05>
          </dgi-est-gen:AddressFormat>
          <dgi-est-gen:AddressLine contextRef="S12008_A-28041283_ici">c/ Julián Camarillo, 35 28037 Madrid</dgi-est-gen:AddressLine>
        </dgi-est-gen:Address>
      </dgi-est-gen:EntityAddress>
      <dgi-est-gen:Identifier>
        <dgi-est-gen:IdentifierCode>
          <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
          <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">A-28041283</dgi-est-gen:IdentifierValue>
        </dgi-est-gen:IdentifierCode>
      </dgi-est-gen:Identifier>
    </ipp-com:DatosIdentificativos>
    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
      <ipp-com:InformacionComplementariaFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S12008_A-28041283_dci">Información complementaria.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S12008_A-28041283_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S12008_A-28041283_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformacionComplementariaFicheroAdjunto>
      <ipp-com:InformacionComplementariaValor contextRef="S12008_A-28041283_ici">Los criterios contables aplicados para la elaboración de la información financiera individual correspondiente al primer semestre del 2008 son los contemplados en el Plan General de Contabilidad en vigor, aprobado por el Real Decreto 1514/2007, de 16 de Noviembre (en adelante NPGC). 

En el archivo adjunto se incluyen las diferencias en las cifras individuales comparativas incluidas en el informe financiero semestral que surgen por aplicar el NPGC en lugar del aplicable hasta el 31 de diciembre de 2007.</ipp-com:InformacionComplementariaValor>
    </ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
    <ipp-com:DeclaracionResponsablesInformacion>
      <ipp-com:PersonasResponsables>
        <ipp-com:FirmadoAdministradores contextRef="S12008_A-28041283_ici">true</ipp-com:FirmadoAdministradores>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Juan López-Belmonte López</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Presidente del Consejo</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Juan López-Belmonte Encina</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Alfonso Monfort Alcalá</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Enrique Castellón Leal</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Antonio Claret García García, representante persona física de Caja General de Ahorros de Granada</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Rufino Gómez Montalvo</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Ivan López-Belmonte Encina</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
        <ipp-com:DetallePersonasResponsables>
          <dgi-est-gen:PersonName>
            <dgi-est-gen:FormattedName contextRef="S12008_A-28041283_ici">Javier López-Belmonte Encina</dgi-est-gen:FormattedName>
          </dgi-est-gen:PersonName>
          <dgi-est-gen:Identifier>
            <dgi-est-gen:IdentifierCode>
              <dgi-lc-es:Xcode_IDC.CIF contextRef="S12008_A-28041283_ici">CIF</dgi-lc-es:Xcode_IDC.CIF>
              <dgi-est-gen:IdentifierValue contextRef="S12008_A-28041283_ici">
              </dgi-est-gen:IdentifierValue>
            </dgi-est-gen:IdentifierCode>
          </dgi-est-gen:Identifier>
          <dgi-est-gen:PositionType contextRef="S12008_A-28041283_ici">Consejero</dgi-est-gen:PositionType>
        </ipp-com:DetallePersonasResponsables>
      </ipp-com:PersonasResponsables>
      <ipp-com:FechaAprobacionInforme contextRef="S12008_A-28041283_ici">2008-08-28</ipp-com:FechaAprobacionInforme>
    </ipp-com:DeclaracionResponsablesInformacion>
    <ipp-gen:InformacionFinancieraSeleccionada>
      <ipp-gen:BalanceIndividual>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">39309000</ipp-gen:ActivoNoCorrienteNacional>
        <ipp-gen:ActivoNoCorrienteNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">34665000</ipp-gen:ActivoNoCorrienteNacional>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">185000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">169000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">185000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">169000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">18413000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">14426000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">14584000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">17347000</ipp-gen:InversionesEmpresasGrupoAsociadasLargoPlazo>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">6127000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">2594000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">0</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">129000</ifrs-gp:DeferredTaxAssets>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">62922000</ipp-gen:ActivoCorrienteNacional>
        <ipp-gen:ActivoCorrienteNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">54922000</ipp-gen:ActivoCorrienteNacional>
        <ifrs-gp:Inventories decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">8544000</ifrs-gp:Inventories>
        <ifrs-gp:Inventories decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">7282000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">47317000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">39442000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">41233000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">33485000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">6084000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">5957000</ipp-gen:OtrosDeudores>
        <ifrs-gp:OtherFinancialAssetsCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">75000</ifrs-gp:OtherFinancialAssetsCurrent>
        <ifrs-gp:PrepaymentsCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1000</ifrs-gp:PrepaymentsCurrent>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">7061000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">8122000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">102231000</ipp-gen:TotalActivoNacional>
        <ipp-gen:TotalActivoNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">89587000</ipp-gen:TotalActivoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">43151000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:PatrimonioNetoNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">29188000</ipp-gen:PatrimonioNetoNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">43041000</ipp-gen:FondosPropiosNacional>
        <ipp-gen:FondosPropiosNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">29121000</ipp-gen:FondosPropiosNacional>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3000000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">3000000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3000000</ifrs-gp:IssuedCapital>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">3000000</ifrs-gp:IssuedCapital>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">6959000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">6402000</ifrs-gp:OtherReserves>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">19162000</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">4118000</ipp-gen:ResultadosEjerciciosAnteriores>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">13920000</es-be-fs:ResultadoEjercicioBalance>
        <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">15601000</es-be-fs:ResultadoEjercicioBalance>
        <ipp-gen:AjustesValoracionNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">110000</ipp-gen:AjustesValoracionNacional>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">110000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">67000</ifrs-gp:AvailableForSaleReserves>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">24034000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:PasivoNoCorrienteNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">23556000</ipp-gen:PasivoNoCorrienteNacional>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">21794000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">21358000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">7071000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">7701000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">14723000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">13657000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">2240000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PeriodificacionesLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">2198000</ipp-gen:PeriodificacionesLargoPlazo>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">35046000</ipp-gen:PasivoCorrienteNacional>
        <ipp-gen:PasivoCorrienteNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">36843000</ipp-gen:PasivoCorrienteNacional>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">695000</ifrs-gp:ProvisionsCurrent>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">516000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3480000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1519000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">2350000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">463000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1130000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1056000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">14000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">57000</ipp-gen:DeudasEmpresasGrupoAsociadasCortoPlazo>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">30857000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">34751000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">24994000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">29343000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3840000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">4508000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">2023000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">900000</ifrs-gp:CurrentTaxPayables>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">102231000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:TotalPatrimonioNetoPasivoNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">89587000</ipp-gen:TotalPatrimonioNetoPasivoNacional>
        <ipp-gen:AjustesValoracionNacional decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">67000</ipp-gen:AjustesValoracionNacional>
      </ipp-gen:BalanceIndividual>
      <ipp-gen:CuentaPerdidasGananciasIndividual>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">48359000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">40355000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">1263000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-18181000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-14925000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">914000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">935000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-10603000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-8064000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-13049000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-11396000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-237000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-161000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">8466000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:ResultadoExplotacionNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6744000</ipp-gen:ResultadoExplotacionNacional>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">7614000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">396000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-532000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-530000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-29000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1000</ifrs-gp:GainsLossesOnFinancialInstrumentsExchangeDifferenceRevaluations>
        <ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">48000</ipp-gen:DeterioroResultadoEnajenacionesInstrumentosFinancieros>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">7053000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-87000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">15519000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoAntesImpuestosNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6657000</ipp-gen:ResultadoAntesImpuestosNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">15519000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6657000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNacional>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-1599000</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1908000</ifrs-gp:ProfitLossFromDiscontinuedOperationsNetOfTax>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">13920000</ipp-gen:ResultadoEjercicioNacional>
        <ipp-gen:ResultadoEjercicioNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">4749000</ipp-gen:ResultadoEjercicioNacional>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12008_A-28041283_dci" unitRef="pure">0.28</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12007_A-28041283_dpfi" unitRef="pure">0.32</ifrs-gp:BasicEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasIndividual>
      <ipp-gen:EstadoIngresosGastosReconocidosIndividual>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">13920000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">4749000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">43000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">61000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNacional>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">61000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">87000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">61000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">87000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-18000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-26000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">13963000</ipp-gen:TotalIngresosGastosReconocidosNacional>
        <ipp-gen:TotalIngresosGastosReconocidosNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">4810000</ipp-gen:TotalIngresosGastosReconocidosNacional>
      </ipp-gen:EstadoIngresosGastosReconocidosIndividual>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">10520000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">15601000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">67000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">29188000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">20268000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4629000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">164000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">25208000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">10520000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">15601000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">67000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">29188000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">20268000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4629000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">164000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">25208000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">13920000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">43000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">13963000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4749000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">61000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4810000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">15601000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">-15601000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-8529000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-8529000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-3000000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-3000000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">15601000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">-15601000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:OtrasOperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-5529000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-5529000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasOperacionesSociosPropietarios>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4629000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-4629000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4629000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">-4629000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">26121000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">13920000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">110000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">43151000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">16368000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">4749000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">225000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">21489000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoIndividual>
      <ipp-gen:EstadoFlujosEfectivoIndividual>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-6105000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:FlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-8279000</ipp-gen:FlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">15519000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6657000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">366000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-167000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">237000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">161000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">129000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-328000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-13408000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-14238000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-8582000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-531000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionNacional>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-564000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-530000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-7000000</ifrs-gp:ProceedsFromDividendsReceivedClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-1018000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-4966000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <ipp-gen:FlujosEfectivoActividadesInversionNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">404000</ipp-gen:FlujosEfectivoActividadesInversionNacional>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-4966000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1580000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:EmpresasGrupoAsociadasPagos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">2764000</ipp-gen:EmpresasGrupoAsociadasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-4240000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1580000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-3490000</ipp-gen:ActivosFinancierosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1984000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1118000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:OtrosActivosCobros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">866000</ipp-gen:OtrosActivosCobros>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">10010000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">2826000</ipp-gen:FlujosEfectivoActividadesFinanciacionNacional>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">2397000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">2826000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">2815000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">4071000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-418000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-1245000</ipp-gen:DevolucionAmortizacion>
        <ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">7613000</ifrs-gp:PaymentsOfDividendsClassifiedAsFinancing>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">-1061000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">-5049000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesNacional>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">8122000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">11369000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">7061000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6320000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioNacional>
        <ipp-com:CajaBancos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">5421000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1530000</ipp-com:CajaBancos>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">1640000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">4790000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">7061000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6320000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoIndividual>
      <ipp-gen:BalanceConsolidado>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">37746000</ipp-gen:ActivoNoCorrienteNiif>
        <ipp-gen:ActivoNoCorrienteNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">31845000</ipp-gen:ActivoNoCorrienteNiif>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">762000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IntangibleAssetsNet decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">749000</ifrs-gp:IntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">762000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:IdentifiableIntangibleAssetsNet decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">749000</ifrs-gp:IdentifiableIntangibleAssetsNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">26401000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:PropertyPlantAndEquipmentNet decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">21577000</ifrs-gp:PropertyPlantAndEquipmentNet>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">8912000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:OtherFinancialAssetsNonCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">8471000</ifrs-gp:OtherFinancialAssetsNonCurrent>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">160000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:DeferredTaxAssets decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">146000</ifrs-gp:DeferredTaxAssets>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1511000</ifrs-gp:OtherAssetsNonCurrent>
        <ifrs-gp:OtherAssetsNonCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">902000</ifrs-gp:OtherAssetsNonCurrent>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">78138000</ipp-gen:ActivoCorrienteNiif>
        <ipp-gen:ActivoCorrienteNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">80314000</ipp-gen:ActivoCorrienteNiif>
        <ifrs-gp:Inventories decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">19961000</ifrs-gp:Inventories>
        <ifrs-gp:Inventories decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">20919000</ifrs-gp:Inventories>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">44742000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ifrs-gp:TradeAndOtherReceivablesNetCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">42182000</ifrs-gp:TradeAndOtherReceivablesNetCurrent>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">35850000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:ClientesVentasPrestacionesServicios decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">34640000</ipp-gen:ClientesVentasPrestacionesServicios>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">8892000</ipp-gen:OtrosDeudores>
        <ipp-gen:OtrosDeudores decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">7542000</ipp-gen:OtrosDeudores>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">13435000</ifrs-gp:CashAndCashEquivalents>
        <ifrs-gp:CashAndCashEquivalents decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">17213000</ifrs-gp:CashAndCashEquivalents>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">115884000</ipp-gen:TotalActivoNiif>
        <ipp-gen:TotalActivoNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">112159000</ipp-gen:TotalActivoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63162000</ipp-gen:PatrimonioNetoNiif>
        <ipp-gen:PatrimonioNetoNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">51924000</ipp-gen:PatrimonioNetoNiif>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63162000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ifrs-gp:EquityAttributableToEquityHoldersOfParent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">51924000</ifrs-gp:EquityAttributableToEquityHoldersOfParent>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63048000</ipp-gen:FondosPropiosNiif>
        <ipp-gen:FondosPropiosNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">51861000</ipp-gen:FondosPropiosNiif>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3000000</es-be-fs:CapitalFondoDotacion>
        <es-be-fs:CapitalFondoDotacion decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">3000000</es-be-fs:CapitalFondoDotacion>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3000000</ifrs-gp:IssuedCapital>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">600000</ifrs-gp:OtherReserves>
        <ifrs-gp:OtherReserves decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">43000</ifrs-gp:OtherReserves>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">48261000</ipp-gen:ResultadosEjerciciosAnteriores>
        <ipp-gen:ResultadosEjerciciosAnteriores decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">33860000</ipp-gen:ResultadosEjerciciosAnteriores>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">11187000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <es-be-fs:ResultadoAtribuidoGrupoBalance decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">14958000</es-be-fs:ResultadoAtribuidoGrupoBalance>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">114000</ipp-gen:AjustesValoracionNiif>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">114000</ifrs-gp:AvailableForSaleReserves>
        <ifrs-gp:AvailableForSaleReserves decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">63000</ifrs-gp:AvailableForSaleReserves>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">25501000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:PasivoNoCorrienteNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">25715000</ipp-gen:PasivoNoCorrienteNiif>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">22071000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">22178000</ipp-gen:DeudasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">7071000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasLargoPlazo decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">7688000</ipp-gen:DeudasEntidadesFinancierasLargoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">15000000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesNonCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">14490000</ifrs-gp:OtherFinancialLiabilitiesNonCurrent>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">145000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:DeferredTaxLiabilities decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">648000</ifrs-gp:DeferredTaxLiabilities>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3285000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ifrs-gp:OtherLiabilitiesNonCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2889000</ifrs-gp:OtherLiabilitiesNonCurrent>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">27221000</ipp-gen:PasivoCorrienteNiif>
        <ipp-gen:PasivoCorrienteNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">34520000</ipp-gen:PasivoCorrienteNiif>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1044000</ifrs-gp:ProvisionsCurrent>
        <ifrs-gp:ProvisionsCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">954000</ifrs-gp:ProvisionsCurrent>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">4017000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasCortoPlazo decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2797000</ipp-gen:DeudasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">2351000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ipp-gen:DeudasEntidadesFinancierasCortoPlazo decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">526000</ipp-gen:DeudasEntidadesFinancierasCortoPlazo>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1666000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ifrs-gp:OtherFinancialLiabilitiesCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2271000</ifrs-gp:OtherFinancialLiabilitiesCurrent>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">21859000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ipp-gen:AcreedoresComercialesOtrasCuentasPagar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">30472000</ipp-gen:AcreedoresComercialesOtrasCuentasPagar>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">13091000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ifrs-gp:TradeAndOtherPayablesCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">21173000</ifrs-gp:TradeAndOtherPayablesCurrent>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">5507000</ipp-gen:OtrosAcreedores>
        <ipp-gen:OtrosAcreedores decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">7942000</ipp-gen:OtrosAcreedores>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3261000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:CurrentTaxPayables decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">1357000</ifrs-gp:CurrentTaxPayables>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">301000</ifrs-gp:OtherLiabilitiesCurrent>
        <ifrs-gp:OtherLiabilitiesCurrent decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">297000</ifrs-gp:OtherLiabilitiesCurrent>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">115884000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ipp-gen:TotalPasivoPatrimonioNetoNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">112159000</ipp-gen:TotalPasivoPatrimonioNetoNiif>
        <ifrs-gp:IssuedCapital decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">3000000</ifrs-gp:IssuedCapital>
        <ipp-gen:AjustesValoracionNiif decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">63000</ipp-gen:AjustesValoracionNiif>
      </ipp-gen:BalanceConsolidado>
      <ipp-gen:CuentaPerdidasGananciasConsolidada>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">59009000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:RevenueTotalByNature decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">40233000</ifrs-gp:RevenueTotalByNature>
        <ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-1146000</ifrs-gp:ChangesInInventoriesOfFinishedGoodsAndWorkInProgressByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-14349000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:RawMaterialsAndConsumablesUsedByNature decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-14925000</ifrs-gp:RawMaterialsAndConsumablesUsedByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">961000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:OtherOperatingIncomeTotalByNature decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">935000</ifrs-gp:OtherOperatingIncomeTotalByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-16263000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:EmployeeExpensesByNature decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-8179000</ifrs-gp:EmployeeExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-13486000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:MiscellaneousOtherOperatingExpensesByNature decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-11041000</ifrs-gp:MiscellaneousOtherOperatingExpensesByNature>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-716000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-161000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">167000</ipp-gen:OtrosResultados>
        <ipp-gen:OtrosResultados decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">96000</ipp-gen:OtrosResultados>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">14177000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:ResultadoExplotacionNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">6958000</ipp-gen:ResultadoExplotacionNiif>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">657000</ipp-gen:IngresosFinancieros>
        <ipp-gen:IngresosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">624000</ipp-gen:IngresosFinancieros>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-687000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ifrs-gp:FinanceCostsForNonFinancialActivities decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-414000</ifrs-gp:FinanceCostsForNonFinancialActivities>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-30000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">210000</ipp-gen:ResultadoFinanciero>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">14147000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ipp-gen:ResultadoAntesImpuestosNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">7168000</ipp-gen:ResultadoAntesImpuestosNiif>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-2960000</ifrs-gp:IncomeTaxExpenseIncome>
        <ifrs-gp:IncomeTaxExpenseIncome decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-1957000</ifrs-gp:IncomeTaxExpenseIncome>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11187000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5211000</ipp-gen:ResultadoEjercicioProcedenteOperacionesContinuadasNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11187000</ipp-gen:ResultadoEjercicioNiif>
        <ipp-gen:ResultadoEjercicioNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5211000</ipp-gen:ResultadoEjercicioNiif>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11187000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5211000</ifrs-gp:ProfitLossAttributableToEquityHoldersOfParent>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12008_A-28041283_dcc" unitRef="pure">0.22</ifrs-gp:BasicEarningsLossPerShare>
        <ifrs-gp:BasicEarningsLossPerShare decimals="2" contextRef="S12007_A-28041283_dpfc" unitRef="pure">0.35</ifrs-gp:BasicEarningsLossPerShare>
      </ipp-gen:CuentaPerdidasGananciasConsolidada>
      <ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11187000</ifrs-gp:ProfitLoss>
        <ifrs-gp:ProfitLoss decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5211000</ifrs-gp:ProfitLoss>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">51000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">48000</ipp-gen:IngresosGastosImputadosDirectamentePatrimonioNetoNiif>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">74000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">69000</ipp-gen:ValoracionInstrumentosFinancierosPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">74000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">69000</ipp-gen:ActivosFinancierosDisponiblesVentaPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-23000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:EfectoImpositivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-21000</ipp-gen:EfectoImpositivoPatrimonioNeto>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11238000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <ipp-gen:TotalIngresosGastosReconocidosNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5259000</ipp-gen:TotalIngresosGastosReconocidosNiif>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">11238000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
        <es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">5259000</es-be-fs:EntidadDominanteIngresosGastosTotalesEjercicio>
      </ipp-gen:EstadoIngresosGastosReconocidosConsolidado>
      <ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">33903000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">14958000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51924000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicial>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">20406000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5061000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">193000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">3000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">25810000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicial>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">33903000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">14958000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51924000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:SaldoInicialAjustado>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">20406000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5061000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">193000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">3000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">25810000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoInicialAjustado>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">11187000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">11238000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:IngresosGastosReconocidos>
          <ipp-com:PatrimonioNeto>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5211000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">48000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5259000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:IngresosGastosReconocidos>
        <ipp-com:OperacionesSociosPropietarios>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OperacionesSociosPropietarios>
        <ipp-com:DistribucionDividendos>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000000</ipp-com:PrimaEmisionReservas>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:DistribucionDividendos>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">14958000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">-14958000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:OtrasVariacionesPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5061000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-5061000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariacionesPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">14958000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">-14958000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:TraspasosPartidasPatrimonioNeto>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5061000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-5061000</es-be-fs:ResultadoEjercicioBalance>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">0</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:TraspasosPartidasPatrimonioNeto>
        <ipp-com:OtrasVariaciones>
          <ipp-com:PatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-3000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:OtrasVariaciones>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3000000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">48861000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">11187000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">114000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">63162000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
        <ipp-com:SaldoFinal>
          <ipp-com:PatrimonioNeto>
            <ipp-com:CapitalPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">147000</ipp-com:CapitalPasivoPatrimonioNeto>
            <ipp-com:PrimaEmisionReservas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">22467000</ipp-com:PrimaEmisionReservas>
            <es-be-fs:ResultadoEjercicioBalance decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5211000</es-be-fs:ResultadoEjercicioBalance>
            <ipp-com:AjustesCambiosValorPasivoPatrimonioNeto decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">241000</ipp-com:AjustesCambiosValorPasivoPatrimonioNeto>
            <ipp-com:PatrimonioNetoElemento>
              <ifrs-gp:MinorityInterest decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">0</ifrs-gp:MinorityInterest>
            </ipp-com:PatrimonioNetoElemento>
            <ifrs-gp:EquityTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">28066000</ifrs-gp:EquityTotal>
          </ipp-com:PatrimonioNeto>
        </ipp-com:SaldoFinal>
      </ipp-gen:EstadoTotalCambiosPatrimonioNetoConsolidado>
      <ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">862000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-8116000</ipp-gen:FlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">14147000</ifrs-gp:ProfitLossBeforeTax>
        <ifrs-gp:ProfitLossBeforeTax decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">7168000</ifrs-gp:ProfitLossBeforeTax>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">740000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-468000</ipp-gen:AjustesResultadoFlujosEfectivoActividadesExplotacion>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">716000</ifrs-gp:DepreciationAndAmortisation>
        <ifrs-gp:DepreciationAndAmortisation decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">161000</ifrs-gp:DepreciationAndAmortisation>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">24000</ipp-com:OtrosAjustes>
        <ipp-com:OtrosAjustes decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-629000</ipp-com:OtrosAjustes>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-12010000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ifrs-gp:IncreaseDecreaseInWorkingCapitalNet decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-14651000</ifrs-gp:IncreaseDecreaseInWorkingCapitalNet>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-2015000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-165000</ipp-gen:OtrosFlujosEfectivoActividadesExplotacionIndirectoNiif>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-419000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ifrs-gp:PaymentsOfInterestClassifiedAsOperating decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-165000</ifrs-gp:PaymentsOfInterestClassifiedAsOperating>
        <ipp-com:CobrosPagosImpuestoSobreBeneficios decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-1596000</ipp-com:CobrosPagosImpuestoSobreBeneficios>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-5948000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">1046000</ipp-gen:FlujosEfectivoActividadesInversionIndirectoNiif>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-9143000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:InversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-8004000</es-be-fs:InversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-5553000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-1580000</ipp-gen:InmovilizadoMaterialIntangibleInversionesInmobiliariasPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-3000000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:ActivosFinancierosPagos decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-5551000</ipp-gen:ActivosFinancierosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-590000</ipp-gen:OtrosActivosPagos>
        <ipp-gen:OtrosActivosPagos decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-873000</ipp-gen:OtrosActivosPagos>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">2633000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <es-be-fs:DesinversionesFlujosEfectivoActividadesInversion decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">8817000</es-be-fs:DesinversionesFlujosEfectivoActividadesInversion>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">2633000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:ActivosFinancierosCobros decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">8817000</ipp-gen:ActivosFinancierosCobros>
        <ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">562000</ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto>
        <ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">233000</ipp-gen:OtrosFlujosEfectivoActividadesInversionTotalIndirecto>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsInvesting decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">562000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsInvesting>
        <ifrs-gp:ProceedsFromInterestReceivedClassifiedAsInvesting decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">233000</ifrs-gp:ProceedsFromInterestReceivedClassifiedAsInvesting>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">1308000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">3255000</ipp-gen:FlujosEfectivoActividadesFinanciacionIndirectoNiif>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">1308000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:CobrosPagosInstrumentosPasivoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">3255000</ipp-gen:CobrosPagosInstrumentosPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">2867000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:EmisionPasivoFinanciero decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">4669000</ipp-gen:EmisionPasivoFinanciero>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-1559000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:DevolucionAmortizacion decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-1414000</ipp-gen:DevolucionAmortizacion>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">-3778000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">-3815000</ipp-gen:AumentoDisminucionNetoEfectivoEquivalentesIndirectoNiif>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">17213000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">12951000</ipp-com:EfectivoEquivalentesEfectivoComienzoEjercicio>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">13435000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">9136000</ipp-gen:EfectivoEquivalentesEfectivoFinalEjercicioIndirectoNiif>
        <ipp-com:CajaBancos decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">7874000</ipp-com:CajaBancos>
        <ipp-com:CajaBancos decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">1306000</ipp-com:CajaBancos>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">5561000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:OtrosActivosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">7830000</ipp-com:OtrosActivosFinancieros>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12008_A-28041283_dcc" unitRef="euro">13435000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
        <ipp-com:TotalEfectivosEquivalentesFinalPeriodo decimals="0" contextRef="S12007_A-28041283_dpfc" unitRef="euro">9136000</ipp-com:TotalEfectivosEquivalentesFinalPeriodo>
      </ipp-gen:EstadoFlujosEfectivoConsolidadoMetodoIndirecto>
      <ipp-com:DividendosPagados>
        <ipp-com:TotalAcciones>
          <ipp-com:DividendosPagadosElemento>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12008_A-28041283_dci" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:PorcentajeSobreNominal decimals="2" contextRef="S12007_A-28041283_dpfi" unitRef="pure">0.00</ipp-com:PorcentajeSobreNominal>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12008_A-28041283_dci" unitRef="euro">0.00</ipp-com:ImportePorAccion>
            <ipp-com:ImportePorAccion decimals="2" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0.00</ipp-com:ImportePorAccion>
          </ipp-com:DividendosPagadosElemento>
        </ipp-com:TotalAcciones>
      </ipp-com:DividendosPagados>
      <ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoEmisiones>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaRequeridoFolletoSaldoVivoFinal>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoInicial>
        <ipp-com:ValoresRepresentativosDeudaTotalEmisiones decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalEmisiones>
        <ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalRecomprasReembolsos>
        <ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalAjustesTipoCambioOtros>
        <ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:ValoresRepresentativosDeudaTotalSaldoVivoFinal>
      </ipp-com:EmisionesRecomprasReembolsosValoresRepresentativosDeuda>
      <ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">19315000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">19017000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1364000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">902000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">19315000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">19017000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1364000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">902000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1227000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1219000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1227000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1219000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">19315000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">19017000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">2591000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">2121000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">7071000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">7701000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">14723000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">13657000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">21794000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">21358000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">2350000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">463000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">1130000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1056000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">3480000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">1519000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">25274000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipai" unitRef="euro">22877000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">8912000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">8471000</ipp-gen:InstrumentosPatrimonioNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1511000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">902000</ipp-gen:OtrosActivosFinancierosNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">8912000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">8471000</ipp-gen:LargoPlazoNoCorrientesActivosFinancierosDisponiblesVenta>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1511000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">902000</ipp-gen:LargoPlazoNoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3147000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2784000</ipp-gen:OtrosActivosFinancierosCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">3147000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2784000</ipp-gen:CortoPlazoCorrientesPrestamosPartidasCobrar>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">8912000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalActivosFinancierosDisponiblesVenta decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">8471000</ipp-gen:TotalActivosFinancierosDisponiblesVenta>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">4658000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:TotalPrestamosPartidasCobrar decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">3686000</ipp-gen:TotalPrestamosPartidasCobrar>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">7071000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">7688000</ipp-gen:DeudasEntidadesCreditoNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">15000000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">14490000</ipp-gen:OtrosPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">22071000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">22178000</ipp-gen:DeudasLargoPlazoPasivosFinancierosNoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">2351000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">526000</ipp-gen:DeudasEntidadesCreditoCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1666000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2271000</ipp-gen:OtrosPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">4017000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">2797000</ipp-gen:DeudasCortoPlazoPasivosFinancierosCorrientesPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">26088000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
        <ipp-gen:TotalPasivosFinancierosCosteAmortizado decimals="0" contextRef="S12007_A-28041283_ipac" unitRef="euro">24975000</ipp-gen:TotalPasivosFinancierosCosteAmortizado>
      </ipp-gen:DesgloseInstrumentosFinancierosNaturalezaCategoria>
      <ipp-com:InformacionSegmentada>
        <ipp-com:AreaGeografica>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">42331000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">37459000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51284000</ipp-com:MercadoInterior>
          <ipp-com:MercadoInterior decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">37459000</ipp-com:MercadoInterior>
          <ipp-com:Exportacion decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">6028000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">2896000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">7725000</ipp-com:Exportacion>
          <ipp-com:Exportacion decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">2774000</ipp-com:Exportacion>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">5182000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">2574000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">6175000</ipp-com:UnionEuropea>
          <ipp-com:UnionEuropea decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">2452000</ipp-com:UnionEuropea>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">58000</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">704000</ipp-com:PaisesOCDE>
          <ipp-com:PaisesOCDE decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">58000</ipp-com:PaisesOCDE>
          <ipp-com:RestoPaises decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">846000</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">264000</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">846000</ipp-com:RestoPaises>
          <ipp-com:RestoPaises decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">264000</ipp-com:RestoPaises>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">48359000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">40355000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">59009000</ipp-com:TotalAreaGeografica>
          <ipp-com:TotalAreaGeografica decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">40233000</ipp-com:TotalAreaGeografica>
        </ipp-com:AreaGeografica>
        <ipp-com:SegmentosIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2221 contextRef="S12008_A-28041283_icc">2221</ipp-com:Xcode_SI.2221>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12008_A-28041283_icc">España</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51284000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">37459000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">10000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">13000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">51294000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">37472000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoIngresos>
            <ipp-com:Xcode_SI.2222 contextRef="S12008_A-28041283_icc">2222</ipp-com:Xcode_SI.2222>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12008_A-28041283_icc">Otros países</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">7725000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">2774000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">7725000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">2774000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoIngresos>
          <ipp-com:SegmentoElementoAjustesEliminaciones>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">-10000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-13000</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">-10000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">-13000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoAjustesEliminaciones>
          <ipp-com:SegmentoElementoTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">59009000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">40233000</ipp-com:SegmentoValorIngresosOrdinariosProcedentesClientesExternos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">0</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosSegmentos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">0</ipp-com:SegmentoValorIngresosOrdinariosSegmentos>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">59009000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
            <ipp-com:SegmentoValorIngresosOrdinariosTotal decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">40233000</ipp-com:SegmentoValorIngresosOrdinariosTotal>
          </ipp-com:SegmentoElementoTotal>
        </ipp-com:SegmentosIngresos>
        <ipp-com:SegmentosResultados>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2250 contextRef="S12008_A-28041283_icc">2250</ipp-com:Xcode_SR.2250>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12008_A-28041283_icc">España</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">9453000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5022000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:SegmentoElemento>
            <ipp-com:Xcode_SR.2251 contextRef="S12008_A-28041283_icc">2251</ipp-com:Xcode_SR.2251>
            <ipp-com:OtroTipoConceptoSegmento contextRef="S12008_A-28041283_icc">Otros países</ipp-com:OtroTipoConceptoSegmento>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">1734000</ipp-com:SegmentoValor>
            <ipp-com:SegmentoValor decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">189000</ipp-com:SegmentoValor>
          </ipp-com:SegmentoElemento>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">11187000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:TotalResultadoSegmentosInforma decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">5211000</ipp-com:TotalResultadoSegmentosInforma>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">2960000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">1957000</ipp-com:ImpuestoSobreBeneficiosResultadoOperacionesInterrumpidas>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">14147000</ipp-com:ResultadoAntesImpuestos>
          <ipp-com:ResultadoAntesImpuestos decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">7168000</ipp-com:ResultadoAntesImpuestos>
        </ipp-com:SegmentosResultados>
      </ipp-com:InformacionSegmentada>
      <ipp-com:PlantillaMediaTupla>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">280</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">252</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">528</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMedia decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">252</ipp-com:PlantillaMedia>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">149</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">147</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">242</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaHombres decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">147</ipp-com:PlantillaMediaHombres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12008_A-28041283_ici" unitRef="euro">131</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12007_A-28041283_ipfi" unitRef="euro">105</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12008_A-28041283_icc" unitRef="euro">286</ipp-com:PlantillaMediaMujeres>
        <ipp-com:PlantillaMediaMujeres decimals="0" contextRef="S12007_A-28041283_ipfc" unitRef="euro">105</ipp-com:PlantillaMediaMujeres>
      </ipp-com:PlantillaMediaTupla>
      <ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">180000</ipp-com:RetribucionFija>
        <ipp-com:RetribucionFija decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:RetribucionFija>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:RetribucionVariable decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:RetribucionVariable>
        <ipp-com:Dietas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:Dietas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:Dietas>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:AtencionesEstatutarias decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:AtencionesEstatutarias>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:OperacionesSobreAccionesOtrosInstrumentosFinancieros>
        <ipp-com:Otros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Otros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:Otros>
        <ipp-com:Total decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">180000</ipp-com:Total>
        <ipp-com:Total decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:Total>
        <ipp-com:Anticipos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:Anticipos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:Anticipos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:CreditosConcedidos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:CreditosConcedidos>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesAportaciones decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesAportaciones>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:FondosPlanesPensionesObligacionesContraidas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:FondosPlanesPensionesObligacionesContraidas>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:PrimasSegurosVida decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:PrimasSegurosVida>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:GarantiasConstituidasSociedadFavorConsejeros decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">0</ipp-com:GarantiasConstituidasSociedadFavorConsejeros>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">736000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
        <ipp-com:TotalRemuneracionesRecibidasAltaDireccion decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">859000</ipp-com:TotalRemuneracionesRecibidasAltaDireccion>
      </ipp-com:RemuneracionesRecibidasAdministradoresAltaDireccion>
      <ipp-com:TransaccionesPartesVinculadas>
        <ipp-com:GastosFinancierosAdministradoresDirectivos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">51000</ipp-com:GastosFinancierosAdministradoresDirectivos>
        <ipp-com:GastosFinancierosTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">51000</ipp-com:GastosFinancierosTotal>
        <ipp-com:ArrendamientosAdministradoresDirectivos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">12000</ipp-com:ArrendamientosAdministradoresDirectivos>
        <ipp-com:ArrendamientosAdministradoresDirectivos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">12000</ipp-com:ArrendamientosAdministradoresDirectivos>
        <ipp-com:ArrendamientosOtrasPartesVinculadas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">315000</ipp-com:ArrendamientosOtrasPartesVinculadas>
        <ipp-com:ArrendamientosOtrasPartesVinculadas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">68000</ipp-com:ArrendamientosOtrasPartesVinculadas>
        <ipp-com:ArrendamientosTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">327000</ipp-com:ArrendamientosTotal>
        <ipp-com:ArrendamientosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">80000</ipp-com:ArrendamientosTotal>
        <ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1909000</ipp-com:RecepcionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:RecepcionServiciosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1909000</ipp-com:RecepcionServiciosTotal>
        <ipp-com:CompraBienesPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6076000</ipp-com:CompraBienesPersonasSociedadesEntidadesGrupo>
        <ipp-com:CompraBienesTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">6076000</ipp-com:CompraBienesTotal>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">63000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosAdministradoresDirectivos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">12000</ipp-com:GastosAdministradoresDirectivos>
        <ipp-com:GastosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">7985000</ipp-com:GastosPersonasSociedadesEntidadesGrupo>
        <ipp-com:GastosOtrasPartesVinculadas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">315000</ipp-com:GastosOtrasPartesVinculadas>
        <ipp-com:GastosOtrasPartesVinculadas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">68000</ipp-com:GastosOtrasPartesVinculadas>
        <ipp-com:GastosTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">378000</ipp-com:GastosTotal>
        <ipp-com:GastosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">8065000</ipp-com:GastosTotal>
        <ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1490000</ipp-com:PrestacionServiciosPersonasSociedadesEntidadesGrupo>
        <ipp-com:PrestacionServiciosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1490000</ipp-com:PrestacionServiciosTotal>
        <ipp-com:VentaBienesOtrasPartesVinculadas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">96000</ipp-com:VentaBienesOtrasPartesVinculadas>
        <ipp-com:VentaBienesOtrasPartesVinculadas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">7000</ipp-com:VentaBienesOtrasPartesVinculadas>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">96000</ipp-com:VentaBienesTotal>
        <ipp-com:VentaBienesTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">7000</ipp-com:VentaBienesTotal>
        <ipp-com:IngresosPersonasSociedadesEntidadesGrupo decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1490000</ipp-com:IngresosPersonasSociedadesEntidadesGrupo>
        <ipp-com:IngresosOtrasPartesVinculadas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">96000</ipp-com:IngresosOtrasPartesVinculadas>
        <ipp-com:IngresosOtrasPartesVinculadas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">7000</ipp-com:IngresosOtrasPartesVinculadas>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">96000</ipp-com:IngresosTotal>
        <ipp-com:IngresosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">1497000</ipp-com:IngresosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">120000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">120000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalPrestadosTotal>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">2013000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosAdministradoresDirectivos>
        <ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">2013000</ipp-com:AcuerdosFinanciacionPrestamosAportacionesCapitalRecibidosTotal>
        <ipp-com:ContratosArrendamientoFinancieroArrendatarioOtrasPartesVinculadas decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">324000</ipp-com:ContratosArrendamientoFinancieroArrendatarioOtrasPartesVinculadas>
        <ipp-com:ContratosArrendamientoFinancieroArrendatarioOtrasPartesVinculadas decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">103000</ipp-com:ContratosArrendamientoFinancieroArrendatarioOtrasPartesVinculadas>
        <ipp-com:ContratosArrendamientoFinancieroArrendatarioTotal decimals="0" contextRef="S12008_A-28041283_dci" unitRef="euro">324000</ipp-com:ContratosArrendamientoFinancieroArrendatarioTotal>
        <ipp-com:ContratosArrendamientoFinancieroArrendatarioTotal decimals="0" contextRef="S12007_A-28041283_dpfi" unitRef="euro">103000</ipp-com:ContratosArrendamientoFinancieroArrendatarioTotal>
      </ipp-com:TransaccionesPartesVinculadas>
    </ipp-gen:InformacionFinancieraSeleccionada>
    <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
      <ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
        <ipp-com:CuentasAnualesResumidasFicheroAdjunto>
          <ipp-com:NombreFicheroAdjunto contextRef="S12008_A-28041283_dci">Estados financieros intermedios resumidos consolidados.pdf</ipp-com:NombreFicheroAdjunto>
          <ipp-com:TipoMimeFicheroAdjunto contextRef="S12008_A-28041283_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
          <ipp-com:ContenidoFicheroAdjunto contextRef="S12008_A-28041283_dci">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</ipp-com:ContenidoFicheroAdjunto>
        </ipp-com:CuentasAnualesResumidasFicheroAdjunto>
      </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidasAnexar>
    </ipp-com:NotasExplicativasEstadosFinancierosCuentasAnualesResumidas>
    <ipp-com:InformeGestionIntermedio>
      <ipp-com:InformeGestionIntermedioFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S12008_A-28041283_dci">Informe de gestión intermedio.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S12008_A-28041283_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S12008_A-28041283_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformeGestionIntermedioFicheroAdjunto>
    </ipp-com:InformeGestionIntermedio>
    <ipp-com:InformeAuditor>
      <ipp-com:InformeAuditorFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="S12008_A-28041283_dci">Informe revisión limitada.pdf</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="S12008_A-28041283_dci">pdf</ipp-com:TipoMimeFicheroAdjunto>
        <ipp-com:ContenidoFicheroAdjunto contextRef="S12008_A-28041283_dci">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</ipp-com:ContenidoFicheroAdjunto>
      </ipp-com:InformeAuditorFicheroAdjunto>
    </ipp-com:InformeAuditor>
  </ipp-gen:InformeFinancieroGeneral>
</xbrli:xbrl>