﻿<?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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasContactoMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-11-30</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_AcumuladoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2021-12-01</xbrli:startDate>
      <xbrli:endDate>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-12-01</xbrli:startDate>
      <xbrli:endDate>2021-05-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-05-31</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 S1-->
  <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">2021-12-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:FechaFinInforme contextRef="Icur">2022-05-31</ipp_ge:FechaFinInforme>
  <ipp_ge:DenominacionSocial contextRef="Icur">PESCANOVA, S.A.</ipp_ge:DenominacionSocial>
  <ipp_ge:DomicilioSocial contextRef="Icur">RUA JOSE FDZ LOPEZ S/N REDONDELA PONTEVEDRA</ipp_ge:DomicilioSocial>
  <ipp_ge:CIF contextRef="Icur">A-36603587</ipp_ge:CIF>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_1">Luis Malo de Molina Lezama-Leguizamon</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_2">Alejandro Fernández Zugazabeitia</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_3">Juan Manuel Ginzo Santiso</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_4">Leopoldo Fernández Zugazabeitia</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">PRESIDENTE DEL CONSEJO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_2">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_3">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_4">SECRETARIO DEL CONSEJO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">true</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2022-07-28</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46393000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">47487000</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:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46393000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">47487000</ipp_ge:I0035>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1311000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1060000</ipp_ge:I0085>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">84000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">98000</ipp_ge:I0060>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">82000</ipp_ge:I0061>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">82000</ipp_ge:I0061>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">16000</ipp_ge:I0062>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1226000</ipp_ge:I0064>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">802000</ipp_ge:I0064>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">160000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">47704000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">48547000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-4941000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1854000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-4941000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1854000</ipp_ge:I0180>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">172426000</ipp_ge:I0171>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">172426000</ipp_ge:I0171>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">172426000</ipp_ge:I0161>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">172426000</ipp_ge:I0161>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">121617000</ipp_ge:I0172>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">121617000</ipp_ge:I0172>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-35379000</ipp_ge:I0173>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-35379000</ipp_ge:I0173>
  <ipp_ge:I0178 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-256810000</ipp_ge:I0178>
  <ipp_ge:I0178 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-256836000</ipp_ge:I0178>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-6795000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">26000</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:I0120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">51913000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">46197000</ipp_ge:I0120>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">38436000</ipp_ge:I0115>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">33227000</ipp_ge:I0115>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">13477000</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12970000</ipp_ge:I0116>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">13477000</ipp_ge:I0132>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12970000</ipp_ge:I0132>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">732000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">496000</ipp_ge:I0130>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">561000</ipp_ge:I0123>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">477000</ipp_ge:I0123>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">561000</ipp_ge:I0134>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">477000</ipp_ge:I0134>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">31000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">19000</ipp_ge:I0124>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">31000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">19000</ipp_ge:I0126>
  <ipp_ge:I0128 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">140000</ipp_ge:I0128>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">47704000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">48547000</ipp_ge:I0200>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">141000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">266000</ipp_ge:I0209>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-30000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-85000</ipp_ge:I0217>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-96000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-144000</ipp_ge:I0210>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-4650000</ipp_ge:I0215>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">120000</ipp_ge:I0215>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-4635000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">157000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">985000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1885000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1066000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-2016000</ipp_ge:I0251>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2079000</ipp_ge:I0255>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2160000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-131000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6795000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">26000</ipp_ge:I0265>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6795000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">26000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6795000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">26000</ipp_ge:I0300>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6795000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">26000</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">0</ipp_ge:I0350>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</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:I0400 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6795000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">26000</ipp_ge:I0400>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">172426000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">86238000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-256810000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">1854000</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">172426000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">86238000</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">-256810000</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">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">1854000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-6795000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-6795000</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">0</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">0</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_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">172426000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">86238000</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">-263605000</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">-4941000</ipp_ge:I3040>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">172426000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">86238000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-256836000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">1828000</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">172426000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">86238000</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">-256836000</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">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">1828000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">26000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">26000</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">0</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">0</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_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">172426000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">86238000</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">-256810000</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">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">1854000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6714000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6795000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">26000</ipp_ge:I0405>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0410>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">783000</ipp_ge:I0410>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">783000</ipp_ge:I0412>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">81000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-809000</ipp_ge:I0420>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-985000</ipp_ge:I0421>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1885000</ipp_ge:I0421>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1066000</ipp_ge:I0422>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2016000</ipp_ge:I0422>
  <ipp_ge:I0425 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-940000</ipp_ge:I0425>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6741000</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-243000</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6741000</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-243000</ipp_ge:I0440>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6741000</ipp_ge:I0441>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-243000</ipp_ge:I0441>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0450>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0450>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0490>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">669000</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">669000</ipp_ge:I0480>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">669000</ipp_ge:I0481>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">27000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">426000</ipp_ge:I0495>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">27000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">426000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">426000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">426000</ipp_ge:I0550>
  <ipp_ge:I0552 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-399000</ipp_ge:I0552>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">27000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">426000</ipp_ge:I0600>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1040>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</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:I1036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1036>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1036>
  <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">0</ipp_ge:I1085>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1085>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1060>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1060>
  <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:I1100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1100>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1100>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1195>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1195>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1180>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1180>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1171>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1171>
  <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">0</ipp_ge:I1189>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1189>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1120>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1120>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1116>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1116>
  <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">0</ipp_ge:I1130>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1130>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1123>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1123>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1124>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1124>
  <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:I1200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1200>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1200>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1245>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1250>
  <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_AcumuladoActualMiembro">0</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1256>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1265>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1280>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1288>
  <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">0</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1400>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</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">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">0</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">0</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">0</ipp_ge:I3115>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</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">0</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">0</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_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">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">0</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">0</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">0</ipp_ge:I3140>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</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">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">0</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">0</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">0</ipp_ge:I3155>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</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">0</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">0</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_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">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">0</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">0</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">0</ipp_ge:I3180>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1435>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1435>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1410>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1410>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1420>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1420>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1460>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1460>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1440>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1440>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1450>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1450>
  <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">0</ipp_ge:I1490>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</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">0</ipp_ge:I1480>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1480>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1486>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1486>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1495>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1495>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1500>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1500>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1600>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1600>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8600>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8600>
  <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: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">0</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:I2235 unitRef="euro" decimals="-3" contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">0</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">0</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">0</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">0</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2295>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">30000</ipp_ge:I2310>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">85000</ipp_ge:I2310>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">30000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">85000</ipp_ge:I2320>
  <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_PersonasSociedadesEntidadesGrupoMiembro">140000</ipp_ge:I2359>
  <ipp_ge:I2359 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">140000</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">140000</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">140000</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:I6340 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6340>
  <ipp_ge:I6343 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6343>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6344>
  <ipp_ge:I6345 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6345>
  <ipp_ge:I6348 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6348>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6351 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6351>
  <ipp_ge:I6354 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6354>
  <ipp_ge:I6356 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6356>
  <ipp_ge:I6357 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6357>
  <ipp_ge:I6359 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">266000</ipp_ge:I6359>
  <ipp_ge:I6359 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">266000</ipp_ge:I6359>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">266000</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">266000</ipp_ge:I6360>
  <ipp_ge:I6372 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6372>
  <ipp_ge:I6375 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6375>
  <ipp_ge:I6381 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6381>
  <ipp_ge:I6382 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6382>
  <ipp_ge:I6383 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6383>
  <ipp_ge:I6386 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6386>
  <ipp_ge:I6385 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6385>
  <ipp_ge:I6341 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6341>
  <ipp_ge:I6342 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6342>
  <ipp_ge:I6346 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6346>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6352 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6352>
  <ipp_ge:I6353 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6353>
  <ipp_ge:I6355 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6355>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6358>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Informe de gestion 2022 1 se.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:I2377 contextRef="Icur_IndividualMiembro">-</ipp_ge:I2377>
  <ipp_ge:I2378 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2378>
  <ipp_ge:I2379 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2379>
  <ipp_ge:I2380 contextRef="Icur_IndividualMiembro">-</ipp_ge:I2380>
</xbrli:xbrl>