﻿<?xml version="1.0" encoding="utf-8"?>
<!--VerFW:1.0-->
<xbrli:xbrl xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xsi:schemaLocation="http://xbrl.org/2006/xbrldi http://www.xbrl.org/2006/xbrldi-2006.xsd" xmlns:ipp_ge="http://www.cnmv.es/xbrl/ipp/ge/2019-01-01" xmlns:link="http://www.xbrl.org/2003/linkbase" xmlns:ipp_ge_dim="http://www.cnmv.es/xbrl/ipp/ge/dim/2019-01-01" xmlns:nonnum="http://www.xbrl.org/dtr/type/non-numeric" xmlns:xbrldt="http://xbrl.org/2005/xbrldt" xmlns:xbrldi="http://xbrl.org/2006/xbrldi" xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:xlink="http://www.w3.org/1999/xlink">
  <link:schemaRef xlink:type="simple" xlink:href="http://www.cnmv.es/xbrl/ipp/ge/2019-01-01/ipp_ge_2019-01-01.xsd" />
  <xbrli:context id="Icur">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasContactoMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasContactoEje">ipp_ge_dim:PersonasContactoMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasContactoEje">
        <ipp_ge_dim:ID_LineaCuadro>1</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>1</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_2">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>2</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_3">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>3</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_4">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>4</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PeriodoActualBalanceMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoBalanceEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_PeriodoCierreAnteriorBalanceMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoBalanceEje">ipp_ge_dim:PeriodoCierreAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-07-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PeriodoCorrienteAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-07-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AcumuladoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:AcumuladoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AcumuladoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:AcumuladoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_ResultadoPeriodoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:ResultadoPeriodoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_ResultadoPeriodoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:ResultadoPeriodoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-07-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoCorrienteActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ORICPeriodoCorrienteAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-07-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoCorrienteAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ORICPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_ParticipacionesNoControladorasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ParticipacionesNoControladorasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ParticipacionesNoControladorasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImportePorAccionMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImporteTotalMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImportePorAccionMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImporteTotalMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_NumeroAccionesEntregarMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:NumeroAccionesEntregarMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_NumeroAccionesEntregarMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:NumeroAccionesEntregarMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaIndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaIndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_SegmentoslMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:SegmentoslMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:IngresosActividadesOrdinariasPeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:IngresosActividadesOrdinariasPeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_ResultadoPeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:ResultadoPeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_ResultadoPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:ResultadoPeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:IndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:IndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_ConsolidadoMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2020-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_Importe_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ImporteMilesEurosEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_Importe_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ImporteMilesEurosEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AccionistasSignificativosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AccionistasSignificativosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AdministradoresDirectivosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AdministradoresDirectivosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_PersonasSociedadesEntidadesGrupoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_OtrasPartesVinculadasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:OtrasPartesVinculadasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_TotalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-01-01</xbrli:startDate>
      <xbrli:endDate>2021-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:TotalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AccionistasSignificativosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AccionistasSignificativosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AdministradoresDirectivosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AdministradoresDirectivosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PersonasSociedadesEntidadesGrupoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_OtrasPartesVinculadasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:OtrasPartesVinculadasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_TotalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:TotalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-01-01</xbrli:startDate>
      <xbrli:endDate>2020-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:IndividualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_ConsolidadoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28037091">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <!--Periodo S2-->
  <ipp_ge:Modelo contextRef="Icur">GEN</ipp_ge:Modelo>
  <ipp_ge:Version contextRef="Icur">8.0.0</ipp_ge:Version>
  <ipp_ge:Estadistico contextRef="Icur">N</ipp_ge:Estadistico>
  <ipp_ge:FechaInicioInforme contextRef="Icur">2021-01-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:FechaFinInforme contextRef="Icur">2021-12-31</ipp_ge:FechaFinInforme>
  <ipp_ge:DenominacionSocial contextRef="Icur">CORPORACION EMPRESARIAL DE MATERIALES DE CONSTRUCCION, S.A.</ipp_ge:DenominacionSocial>
  <ipp_ge:DomicilioSocial contextRef="Icur">PASEO DE LA CASTELLANA 135, 28046 MADRID</ipp_ge:DomicilioSocial>
  <ipp_ge:CIF contextRef="Icur">A-28037091</ipp_ge:CIF>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_1">JAVIER SERRATOSA LUJAN</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_2">GONZALO SERRATOSA LUJAN</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_3">LUIS CARUANA FONT DE MORA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_4">JUAN MANUEL DE LA PEÑA CARRETON</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">PRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_2">VOCAL</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_3">VOCAL</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_4">VOCAL</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">true</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2022-02-28</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">18641000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14031000</ipp_ge:I0040>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">165000</ipp_ge:I0033>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">221000</ipp_ge:I0033>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">17667000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">13001000</ipp_ge:I0035>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">809000</ipp_ge:I0036>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">809000</ipp_ge:I0036>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1885000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">152000</ipp_ge:I0085>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">26000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">33000</ipp_ge:I0060>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">26000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">33000</ipp_ge:I0062>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">64000</ipp_ge:I0064>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1859000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">55000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">20526000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14183000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-13126000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-15501000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-13126000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-15506000</ipp_ge:I0180>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1975000</ipp_ge:I0171>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1975000</ipp_ge:I0171>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1975000</ipp_ge:I0161>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1975000</ipp_ge:I0161>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-17481000</ipp_ge:I0173>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-7166000</ipp_ge:I0173>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2380000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-10315000</ipp_ge:I0175>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0188>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0188>
  <ipp_ge:I0194 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5000</ipp_ge:I0194>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">29873000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26199000</ipp_ge:I0120>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">29779000</ipp_ge:I0115>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26106000</ipp_ge:I0115>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">94000</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">91000</ipp_ge:I0116>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">94000</ipp_ge:I0132>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">91000</ipp_ge:I0132>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2000</ipp_ge:I0118>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3779000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3485000</ipp_ge:I0130>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">198000</ipp_ge:I0123>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">193000</ipp_ge:I0123>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">198000</ipp_ge:I0134>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">193000</ipp_ge:I0134>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3191000</ipp_ge:I0129>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2802000</ipp_ge:I0129>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">390000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">490000</ipp_ge:I0124>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">390000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">490000</ipp_ge:I0126>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">20526000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14183000</ipp_ge:I0200>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-31000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">32000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">64000</ipp_ge:I0205>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">264000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">4000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">268000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">8000</ipp_ge:I0209>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-4304000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-2834000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-4433000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-3338000</ipp_ge:I0210>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1944000</ipp_ge:I0214>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">1944000</ipp_ge:I0214>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-2127000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-2798000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2221000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-3266000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">4000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">4000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">9000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">8000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-12000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-5000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-16000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-20000</ipp_ge:I0251>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">4654000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-8482000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">4608000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-7037000</ipp_ge:I0255>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">4646000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-8483000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">4601000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-7049000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2519000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-11281000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2380000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10315000</ipp_ge:I0265>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2519000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-11281000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2380000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10315000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2519000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-11281000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2380000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10315000</ipp_ge:I0300>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2380000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-10315000</ipp_ge:I0305>
  <ipp_ge:I0310 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0310>
  <ipp_ge:I0310 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0310>
  <ipp_ge:I0320 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0320>
  <ipp_ge:I0320 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0320>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-5000</ipp_ge:I0350>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-6000</ipp_ge:I0350>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0366 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-7000</ipp_ge:I0366>
  <ipp_ge:I0366 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-8000</ipp_ge:I0366>
  <ipp_ge:I0370 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2000</ipp_ge:I0370>
  <ipp_ge:I0370 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2000</ipp_ge:I0370>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2375000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-10321000</ipp_ge:I0400>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1975000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-7166000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-10315000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">5000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-15501000</ipp_ge:I3010>
  <ipp_ge:I3011 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3011>
  <ipp_ge:I3012 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3012>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1975000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-7166000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-10315000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">5000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-15501000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">2380000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">-5000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">2375000</ipp_ge:I3020>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3026 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3026>
  <ipp_ge:I3027 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3027>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3028>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3029>
  <ipp_ge:I3030 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3030>
  <ipp_ge:I3032 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3032>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-10315000</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">10315000</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3036 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3036>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-10315000</ipp_ge:I3037>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">10315000</ipp_ge:I3037>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3037>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3038>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1975000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-17481000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">2380000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-13126000</ipp_ge:I3040>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1975000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">3015000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-10181000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">11000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-5180000</ipp_ge:I3050>
  <ipp_ge:I3051 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3051>
  <ipp_ge:I3052 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3052>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1975000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">3015000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-10181000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">11000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-5180000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-10315000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">-6000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-10321000</ipp_ge:I3060>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3066>
  <ipp_ge:I3067 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3067>
  <ipp_ge:I3068 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3068>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3069>
  <ipp_ge:I3070 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3070>
  <ipp_ge:I3072 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3072>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-10181000</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">10181000</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3076 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3076>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-10181000</ipp_ge:I3077>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">10181000</ipp_ge:I3077>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3077>
  <ipp_ge:I3078 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3078>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1975000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-7166000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-10315000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">5000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-15501000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-196000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-432000</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2380000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-10315000</ipp_ge:I0405>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6545000</ipp_ge:I0410>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">9985000</ipp_ge:I0410>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6545000</ipp_ge:I0412>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">9985000</ipp_ge:I0412>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">297000</ipp_ge:I0415>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-86000</ipp_ge:I0415>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3672000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-16000</ipp_ge:I0420>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">13000</ipp_ge:I0430>
  <ipp_ge:I0425 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3672000</ipp_ge:I0425>
  <ipp_ge:I0425 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-29000</ipp_ge:I0425>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2000000</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0440>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2000000</ipp_ge:I0450>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0450>
  <ipp_ge:I0452 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2000000</ipp_ge:I0452>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0490>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">488000</ipp_ge:I0490>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0470>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0470>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0480>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">500000</ipp_ge:I0480>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">500000</ipp_ge:I0481>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-12000</ipp_ge:I0485>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1804000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">56000</ipp_ge:I0495>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">55000</ipp_ge:I0499>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1859000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">56000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1859000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">56000</ipp_ge:I0550>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1859000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">56000</ipp_ge:I0600>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3579000</ipp_ge:I1040>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5948000</ipp_ge:I1040>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1030>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1030>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1587000</ipp_ge:I1033>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2160000</ipp_ge:I1033>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1992000</ipp_ge:I1036>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3788000</ipp_ge:I1036>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1992000</ipp_ge:I1044>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3788000</ipp_ge:I1044>
  <ipp_ge:I1039 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1039>
  <ipp_ge:I1039 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1039>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">32084000</ipp_ge:I1085>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">27118000</ipp_ge:I1085>
  <ipp_ge:I1050 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26571000</ipp_ge:I1050>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2104000</ipp_ge:I1060>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26000</ipp_ge:I1060>
  <ipp_ge:I1061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1000</ipp_ge:I1061>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2103000</ipp_ge:I1062>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26000</ipp_ge:I1062>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1070>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1070>
  <ipp_ge:I1076 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1076>
  <ipp_ge:I1076 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1076>
  <ipp_ge:I1075 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">22500000</ipp_ge:I1075>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7480000</ipp_ge:I1072>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">521000</ipp_ge:I1072>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">35663000</ipp_ge:I1100>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">33066000</ipp_ge:I1100>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-24107000</ipp_ge:I1195>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-17109000</ipp_ge:I1195>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-24107000</ipp_ge:I1180>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-17109000</ipp_ge:I1180>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1975000</ipp_ge:I1171>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1975000</ipp_ge:I1171>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1975000</ipp_ge:I1161>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1975000</ipp_ge:I1161>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-19084000</ipp_ge:I1173>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-11393000</ipp_ge:I1173>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-6998000</ipp_ge:I1175>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-7691000</ipp_ge:I1175>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1188>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1188>
  <ipp_ge:I1186 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1186>
  <ipp_ge:I1186 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1186>
  <ipp_ge:I1187 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1187>
  <ipp_ge:I1187 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1187>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-24107000</ipp_ge:I1189>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-17109000</ipp_ge:I1189>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">56148000</ipp_ge:I1120>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">29415000</ipp_ge:I1120>
  <ipp_ge:I1117 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5000</ipp_ge:I1117>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">56102000</ipp_ge:I1115>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">29307000</ipp_ge:I1115>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46000</ipp_ge:I1116>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">101000</ipp_ge:I1116>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46000</ipp_ge:I1132>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">101000</ipp_ge:I1132>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2000</ipp_ge:I1118>
  <ipp_ge:I1140 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1140>
  <ipp_ge:I1140 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1140>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3622000</ipp_ge:I1130>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">20760000</ipp_ge:I1130>
  <ipp_ge:I1121 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18971000</ipp_ge:I1121>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">275000</ipp_ge:I1123>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">211000</ipp_ge:I1123>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">275000</ipp_ge:I1134>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">211000</ipp_ge:I1134>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1106000</ipp_ge:I1124>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">843000</ipp_ge:I1124>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1106000</ipp_ge:I1126>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">843000</ipp_ge:I1126>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2241000</ipp_ge:I1136>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">735000</ipp_ge:I1136>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">35663000</ipp_ge:I1200>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">33066000</ipp_ge:I1200>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-8000</ipp_ge:I1208>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">341000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">8000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">341000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">10000</ipp_ge:I1209>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-187000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-153000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-373000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-375000</ipp_ge:I1217>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-27950000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3036000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-28228000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-4067000</ipp_ge:I1210>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">17266000</ipp_ge:I1216>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">17266000</ipp_ge:I1216>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">100000</ipp_ge:I1216>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-10530000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3189000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-10994000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-4332000</ipp_ge:I1245>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">5000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">5000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">9000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">9000</ipp_ge:I1250>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">5000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">5000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">9000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">9000</ipp_ge:I1263>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-7000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-5000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-11000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-21000</ipp_ge:I1251>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-2000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-12000</ipp_ge:I1256>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-10532000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3189000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-10996000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-4344000</ipp_ge:I1265>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-107000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-107000</ipp_ge:I1270>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-10639000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3189000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-11103000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-4344000</ipp_ge:I1280>
  <ipp_ge:I1285 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">3621000</ipp_ge:I1285>
  <ipp_ge:I1285 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-5374000</ipp_ge:I1285>
  <ipp_ge:I1285 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">4105000</ipp_ge:I1285>
  <ipp_ge:I1285 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-3347000</ipp_ge:I1285>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-7018000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-8563000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6998000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-7691000</ipp_ge:I1288>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-7018000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-8563000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6998000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-7691000</ipp_ge:I1300>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">-0.71</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">-0.78</ipp_ge:I1290>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">-0.71</ipp_ge:I1295>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">-0.78</ipp_ge:I1295>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-7018000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-8563000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-6998000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-7691000</ipp_ge:I1305>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-7018000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-8563000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-6998000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-7691000</ipp_ge:I1400>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-7018000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-8563000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-6998000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-7691000</ipp_ge:I1398>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1975000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-11393000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-7691000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-17109000</ipp_ge:I3110>
  <ipp_ge:I3111 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3111>
  <ipp_ge:I3112 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3112>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1975000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-11393000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-7691000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-17109000</ipp_ge:I3115>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-6998000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-6998000</ipp_ge:I3120>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3126 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3126>
  <ipp_ge:I3127 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3127>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3128>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3129>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3130>
  <ipp_ge:I3132 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3132>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-7691000</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">7691000</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3136 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3136>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-7691000</ipp_ge:I3137>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">7691000</ipp_ge:I3137>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3137>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3138>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1975000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-19084000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-6998000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-24107000</ipp_ge:I3140>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1975000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-4431000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-6962000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-9418000</ipp_ge:I3150>
  <ipp_ge:I3151 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3151>
  <ipp_ge:I3152 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3152>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1975000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-4431000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-6962000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-9418000</ipp_ge:I3155>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-7691000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-7691000</ipp_ge:I3160>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3166 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3166>
  <ipp_ge:I3167 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3167>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3168>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3169>
  <ipp_ge:I3170 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3170>
  <ipp_ge:I3172 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3172>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-6962000</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">6962000</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3176 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3176>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-6962000</ipp_ge:I3177>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">6962000</ipp_ge:I3177>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3177>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3178>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1975000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-11393000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-7691000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-17109000</ipp_ge:I3180>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">4017000</ipp_ge:I1435>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2683000</ipp_ge:I1435>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-10996000</ipp_ge:I1405>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-4344000</ipp_ge:I1405>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">19155000</ipp_ge:I1410>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">5129000</ipp_ge:I1410>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1478000</ipp_ge:I1411>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1941000</ipp_ge:I1411>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">17677000</ipp_ge:I1412>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">3188000</ipp_ge:I1412>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6118000</ipp_ge:I1415>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-858000</ipp_ge:I1415>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1976000</ipp_ge:I1420>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2756000</ipp_ge:I1420>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1836000</ipp_ge:I1424>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-506000</ipp_ge:I1424>
  <ipp_ge:I1425 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3812000</ipp_ge:I1425>
  <ipp_ge:I1425 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">3262000</ipp_ge:I1425>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">8294000</ipp_ge:I1460>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-983000</ipp_ge:I1460>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-23854000</ipp_ge:I1440>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1145000</ipp_ge:I1440>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1354000</ipp_ge:I1442>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1145000</ipp_ge:I1442>
  <ipp_ge:I1443 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-22500000</ipp_ge:I1443>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">32148000</ipp_ge:I1450>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">162000</ipp_ge:I1450>
  <ipp_ge:I1452 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">30532000</ipp_ge:I1452>
  <ipp_ge:I1452 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">100000</ipp_ge:I1452>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1616000</ipp_ge:I1453>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">62000</ipp_ge:I1453>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1455>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1455>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-5352000</ipp_ge:I1490>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1423000</ipp_ge:I1490>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1470>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1470>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-5163000</ipp_ge:I1480>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1174000</ipp_ge:I1480>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1256000</ipp_ge:I1481>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1174000</ipp_ge:I1481>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-3907000</ipp_ge:I1482>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-189000</ipp_ge:I1486>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-249000</ipp_ge:I1486>
  <ipp_ge:I1487 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-189000</ipp_ge:I1487>
  <ipp_ge:I1487 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-249000</ipp_ge:I1487>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6959000</ipp_ge:I1495>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">277000</ipp_ge:I1495>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">521000</ipp_ge:I1499>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">244000</ipp_ge:I1499>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">7480000</ipp_ge:I1500>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">521000</ipp_ge:I1500>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">7480000</ipp_ge:I1550>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">521000</ipp_ge:I1550>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">7480000</ipp_ge:I1600>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">521000</ipp_ge:I1600>
  <ipp_ge:I2160 unitRef="euro" decimals="0" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">0</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="0" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2160>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">64000</ipp_ge:I2210>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">0</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">0</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2216>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">0</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">64000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">0</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2220>
  <ipp_ge:I2221 contextRef="Icur_SegmentoslMiembro">CENTRO CORPORATIVO</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">4800000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">4800000</ipp_ge:I2221>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">0</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">4800000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_ResultadoPeriodoActualMiembro">0</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">4800000</ipp_ge:I2235>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">0</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">277</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">263</ipp_ge:I2295>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">230</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">235</ipp_ge:I2296>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">47</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">28</ipp_ge:I2297>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">250000</ipp_ge:I2310>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">250000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">0</ipp_ge:I2320>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">348000</ipp_ge:I2325>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">386000</ipp_ge:I2325>
  <ipp_ge:I2340 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2340>
  <ipp_ge:I2343 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2343>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2344>
  <ipp_ge:I2345 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2345>
  <ipp_ge:I2348 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2348>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2351 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2351>
  <ipp_ge:I2354 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2354>
  <ipp_ge:I2356 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2356>
  <ipp_ge:I2357 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2357>
  <ipp_ge:I2359 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2359>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2372 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2372>
  <ipp_ge:I2375 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2375>
  <ipp_ge:I2381 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2381>
  <ipp_ge:I2382 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2382>
  <ipp_ge:I2383 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2383>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2386>
  <ipp_ge:I2385 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2385>
  <ipp_ge:I2341 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2341>
  <ipp_ge:I2342 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2342>
  <ipp_ge:I2346 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2346>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2352 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2352>
  <ipp_ge:I2353 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2353>
  <ipp_ge:I2355 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2355>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2358>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Notas complementarias Informe 2 Semestre CNMV febrero22.pdf</ipp_ge:InformacionFinancieraSemestralNombre>
  <ipp_ge:InformacionFinancieraSemestralTipoMime contextRef="Icur">pdf</ipp_ge:InformacionFinancieraSemestralTipoMime>
  <ipp_ge:InformacionFinancieraSemestralContenido contextRef="Icur">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</ipp_ge:InformacionFinancieraSemestralContenido>
  <ipp_ge:I2376 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2376>
  <ipp_ge:I2376 contextRef="Icur_ConsolidadoMiembro">X</ipp_ge:I2376>
</xbrli:xbrl>