﻿<?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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2019-11-30</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_PeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2020-06-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PeriodoCorrienteAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-06-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AcumuladoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-36603587">PESCANOVA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2020-06-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-06-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2020-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2020-11-30</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>2019-11-30</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>2020-11-30</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>2019-11-30</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>2020-11-30</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>2020-11-30</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>2019-11-30</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>2020-11-30</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>2019-11-30</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>2020-11-30</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>2019-11-30</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>2020-11-30</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>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2019-12-01</xbrli:startDate>
      <xbrli:endDate>2020-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2018-12-01</xbrli:startDate>
      <xbrli:endDate>2019-11-30</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>2020-11-30</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>2020-11-30</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <!--Periodo S2-->
  <ipp_ge:Modelo contextRef="Icur">GEN</ipp_ge:Modelo>
  <ipp_ge:Version contextRef="Icur">8.0.0</ipp_ge:Version>
  <ipp_ge:Estadistico contextRef="Icur">N</ipp_ge:Estadistico>
  <ipp_ge:FechaInicioInforme contextRef="Icur">2019-12-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:FechaFinInforme contextRef="Icur">2020-11-30</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 FERNANDEZ 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 FERNANDEZ ZUGAZABEITIA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">PRESIDENTE</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</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">true</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2021-01-31</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">45602000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">42082000</ipp_ge:I0040>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1000</ipp_ge:I0033>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">45602000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">42081000</ipp_ge:I0035>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1198000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2888000</ipp_ge:I0085>
  <ipp_ge:I0055 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">55000</ipp_ge:I0055>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">472000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">652000</ipp_ge:I0060>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">95000</ipp_ge:I0061>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">243000</ipp_ge:I0061>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">377000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">409000</ipp_ge:I0062>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">209000</ipp_ge:I0064>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1567000</ipp_ge:I0064>
  <ipp_ge:I0070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">210000</ipp_ge:I0070>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">307000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">614000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46800000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">44970000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1828000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1815000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1828000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1815000</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">-256849000</ipp_ge:I0178>
  <ipp_ge:I0178 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-256022000</ipp_ge:I0178>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">13000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-827000</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">44182000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">42280000</ipp_ge:I0120>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">32173000</ipp_ge:I0115>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">31197000</ipp_ge:I0115>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">12009000</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">11083000</ipp_ge:I0116>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">12009000</ipp_ge:I0132>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">11083000</ipp_ge:I0132>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">790000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">875000</ipp_ge:I0130>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">767000</ipp_ge:I0123>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">666000</ipp_ge:I0123>
  <ipp_ge:I0133 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">193000</ipp_ge:I0133>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">574000</ipp_ge:I0134>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">666000</ipp_ge:I0134>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">23000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">209000</ipp_ge:I0124>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">23000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">209000</ipp_ge:I0126>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46800000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">44970000</ipp_ge:I0200>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">146000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">75000</ipp_ge:I0205>
  <ipp_ge:I0208 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-128000</ipp_ge:I0208>
  <ipp_ge:I0208 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-55000</ipp_ge:I0208>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">266000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">455000</ipp_ge:I0209>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-125000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-225000</ipp_ge:I0217>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-110000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-305000</ipp_ge:I0210>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1000</ipp_ge:I0211>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-1000</ipp_ge:I0211>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">74000</ipp_ge:I0215>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">122000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-56000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">1784000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1678000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1893000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-1752000</ipp_ge:I0251>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-697000</ipp_ge:I0255>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-109000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-771000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">13000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-827000</ipp_ge:I0265>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">13000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-827000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">13000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-827000</ipp_ge:I0300>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">13000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-827000</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">13000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-827000</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">-169784000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-827000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">1815000</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">-169784000</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">-827000</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">1815000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">13000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">13000</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">-169784000</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">-814000</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">1828000</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">-169605000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-179000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">2642000</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">-169605000</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">-179000</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">2642000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-827000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-827000</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">-169605000</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">-1006000</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">1815000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">122000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">135000</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">13000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-827000</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">827000</ipp_ge:I0410>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">827000</ipp_ge:I0412>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">109000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">135000</ipp_ge:I0420>
  <ipp_ge:I0425 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">109000</ipp_ge:I0425>
  <ipp_ge:I0425 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">135000</ipp_ge:I0425>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1235000</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1235000</ipp_ge:I0440>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1235000</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">0</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">0</ipp_ge:I0480>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">122000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1100000</ipp_ge:I0495>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">614000</ipp_ge:I0499>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1714000</ipp_ge:I0499>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">736000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">614000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">736000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">614000</ipp_ge:I0550>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">736000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">614000</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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1245>
  <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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1250>
  <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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1265>
  <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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1280>
  <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_PeriodoCorrienteActualMiembro">0</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1288>
  <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: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">146000</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">75000</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:I2219 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">146000</ipp_ge:I2219>
  <ipp_ge:I2219 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">75000</ipp_ge:I2219>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">146000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">75000</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">125000</ipp_ge:I2310>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">225000</ipp_ge:I2310>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">125000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">225000</ipp_ge:I2320>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Informe de gestion 2020 2T.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:I2379 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2379>
</xbrli:xbrl>