﻿<?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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasContactoMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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_PersonasResponsablesInformacionMiembro_5">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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>5</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_6">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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>6</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_7">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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>7</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoBalanceEje">ipp_ge_dim:PeriodoCierreAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AcumuladoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-06-30</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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-80240427">CLINICA BAVIERA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-06-30</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 S1-->
  <ipp_ge:Modelo contextRef="Icur">GEN</ipp_ge:Modelo>
  <ipp_ge:Version contextRef="Icur">8.0.0</ipp_ge:Version>
  <ipp_ge:Estadistico contextRef="Icur">N</ipp_ge:Estadistico>
  <ipp_ge:FechaInicioInforme contextRef="Icur">2019-01-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:FechaFinInforme contextRef="Icur">2019-06-30</ipp_ge:FechaFinInforme>
  <ipp_ge:DenominacionSocial contextRef="Icur">CLINICA BAVIERA, S.A.</ipp_ge:DenominacionSocial>
  <ipp_ge:DomicilioSocial contextRef="Icur">PASEO DE LA CASTELLANA, 20</ipp_ge:DomicilioSocial>
  <ipp_ge:CIF contextRef="Icur">A-80240427</ipp_ge:CIF>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_1">D. Bang Chen</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_2">D. Li LI</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_3">D. Shijun Wu</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_4">D. Yongmei Zhang</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_5">D. Emilio Moraleda Martínez</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_6">D. Diego Ramos Pascual</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_7">D. Eduardo Baviera Sabater</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">Presidente del consejo de administración</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_2">Vocal</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_3">Vocal</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_4">Vocal</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_5">Vocal</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_6">Secretario consejero</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_7">Consejero delegado</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">false</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2019-07-29</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">32370000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">32643000</ipp_ge:I0040>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">247000</ipp_ge:I0030>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">330000</ipp_ge:I0030>
  <ipp_ge:I0031 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">45000</ipp_ge:I0031>
  <ipp_ge:I0031 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">48000</ipp_ge:I0031>
  <ipp_ge:I0032 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">202000</ipp_ge:I0032>
  <ipp_ge:I0032 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">282000</ipp_ge:I0032>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">14723000</ipp_ge:I0033>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14933000</ipp_ge:I0033>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">16665000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">16665000</ipp_ge:I0035>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">588000</ipp_ge:I0036>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">568000</ipp_ge:I0036>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">147000</ipp_ge:I0037>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">147000</ipp_ge:I0037>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9159000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">9446000</ipp_ge:I0085>
  <ipp_ge:I0055 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">531000</ipp_ge:I0055>
  <ipp_ge:I0055 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">681000</ipp_ge:I0055>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">939000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">415000</ipp_ge:I0060>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">207000</ipp_ge:I0061>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">808000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">44000</ipp_ge:I0062>
  <ipp_ge:I0063 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">131000</ipp_ge:I0063>
  <ipp_ge:I0063 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">164000</ipp_ge:I0063>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3023000</ipp_ge:I0064>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1504000</ipp_ge:I0064>
  <ipp_ge:I0070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2994000</ipp_ge:I0070>
  <ipp_ge:I0070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5893000</ipp_ge:I0070>
  <ipp_ge:I0071 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">188000</ipp_ge:I0071>
  <ipp_ge:I0071 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">99000</ipp_ge:I0071>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1484000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">854000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">41529000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">42089000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">15075000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">20494000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">14998000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">20417000</ipp_ge:I0180>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1631000</ipp_ge:I0171>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1631000</ipp_ge:I0171>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1631000</ipp_ge:I0161>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1631000</ipp_ge:I0161>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4894000</ipp_ge:I0172>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4894000</ipp_ge:I0172>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4509000</ipp_ge:I0173>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4170000</ipp_ge:I0173>
  <ipp_ge:I0174 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-82000</ipp_ge:I0174>
  <ipp_ge:I0174 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-71000</ipp_ge:I0174>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4046000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">9793000</ipp_ge:I0175>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">77000</ipp_ge:I0188>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">77000</ipp_ge:I0188>
  <ipp_ge:I0181 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">77000</ipp_ge:I0181>
  <ipp_ge:I0181 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">77000</ipp_ge:I0181>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">10730000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8635000</ipp_ge:I0120>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">474000</ipp_ge:I0115>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">474000</ipp_ge:I0115>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9799000</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7704000</ipp_ge:I0116>
  <ipp_ge:I0131 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9662000</ipp_ge:I0131>
  <ipp_ge:I0131 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7574000</ipp_ge:I0131>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">137000</ipp_ge:I0132>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">130000</ipp_ge:I0132>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">457000</ipp_ge:I0118>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">457000</ipp_ge:I0118>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">15724000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12960000</ipp_ge:I0130>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9338000</ipp_ge:I0123>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">6934000</ipp_ge:I0123>
  <ipp_ge:I0133 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8840000</ipp_ge:I0133>
  <ipp_ge:I0133 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5649000</ipp_ge:I0133>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">498000</ipp_ge:I0134>
  <ipp_ge:I0134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1285000</ipp_ge:I0134>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1338000</ipp_ge:I0129>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4655000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3257000</ipp_ge:I0124>
  <ipp_ge:I0125 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1295000</ipp_ge:I0125>
  <ipp_ge:I0125 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1803000</ipp_ge:I0125>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1662000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1454000</ipp_ge:I0126>
  <ipp_ge:I0127 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1698000</ipp_ge:I0127>
  <ipp_ge:I0136 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1306000</ipp_ge:I0136>
  <ipp_ge:I0136 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1031000</ipp_ge:I0136>
  <ipp_ge:I0128 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">425000</ipp_ge:I0128>
  <ipp_ge:I0128 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">400000</ipp_ge:I0128>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">41529000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">42089000</ipp_ge:I0200>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">36639000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">35837000</ipp_ge:I0205>
  <ipp_ge:I0208 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-4328000</ipp_ge:I0208>
  <ipp_ge:I0208 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-4123000</ipp_ge:I0208>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">418000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">386000</ipp_ge:I0209>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-15148000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-14521000</ipp_ge:I0217>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-10470000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-9714000</ipp_ge:I0210>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1502000</ipp_ge:I0211>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-1575000</ipp_ge:I0211>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">5609000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6290000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">208000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2334000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-59000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-92000</ipp_ge:I0251>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-14000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10000</ipp_ge:I0255>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">135000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2232000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">5744000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">8522000</ipp_ge:I0265>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1698000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-2225000</ipp_ge:I0270>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">4046000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6297000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">4046000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6297000</ipp_ge:I0300>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">0.25</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">0.39</ipp_ge:I0290>
  <ipp_ge:I0295 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">0.25</ipp_ge:I0295>
  <ipp_ge:I0295 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">0.39</ipp_ge:I0295>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">4046000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6297000</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">17000</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">17000</ipp_ge:I0355>
  <ipp_ge:I0356 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">17000</ipp_ge:I0356>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">4046000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6314000</ipp_ge:I0400>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1631000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">9064000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">9793000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">77000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">20494000</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">1631000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">9064000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">9793000</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">77000</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">20494000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">4046000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">4046000</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">-9454000</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-11000</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">-9465000</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_PrimaEmisionReservasMiembro">-9458000</ipp_ge:I3028>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-9458000</ipp_ge:I3028>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">4000</ipp_ge:I3029>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-11000</ipp_ge:I3029>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-7000</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">9793000</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">-9793000</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3036 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3036>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">9793000</ipp_ge:I3037>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-9793000</ipp_ge:I3037>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3037>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3038>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1631000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">9403000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-82000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">4046000</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">77000</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">15075000</ipp_ge:I3040>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1631000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">9823000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-9000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">7064000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">117000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">18626000</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">1631000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">9823000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-9000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">7064000</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">117000</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">18626000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">6297000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">17000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">6314000</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">-7828000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-62000</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">-7890000</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_PrimaEmisionReservasMiembro">-7828000</ipp_ge:I3068>
  <ipp_ge:I3068 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-7828000</ipp_ge:I3068>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-62000</ipp_ge:I3069>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-62000</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">7064000</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">-7064000</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3076 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3076>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">7064000</ipp_ge:I3077>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-7064000</ipp_ge:I3077>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3077>
  <ipp_ge:I3078 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3078>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1631000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">9059000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">6297000</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">134000</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">17050000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6172000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6763000</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5744000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">8522000</ipp_ge:I0405>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1368000</ipp_ge:I0410>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-653000</ipp_ge:I0410>
  <ipp_ge:I0411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1502000</ipp_ge:I0411>
  <ipp_ge:I0411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1575000</ipp_ge:I0411>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-134000</ipp_ge:I0412>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2228000</ipp_ge:I0412>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-323000</ipp_ge:I0415>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2412000</ipp_ge:I0415>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-617000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1306000</ipp_ge:I0420>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-67000</ipp_ge:I0421>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-95000</ipp_ge:I0421>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">207000</ipp_ge:I0422>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2334000</ipp_ge:I0422>
  <ipp_ge:I0423 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1000</ipp_ge:I0423>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-758000</ipp_ge:I0430>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-933000</ipp_ge:I0430>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1186000</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">670000</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-4326000</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2534000</ipp_ge:I0440>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-3093000</ipp_ge:I0441>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-41000</ipp_ge:I0441>
  <ipp_ge:I0442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1210000</ipp_ge:I0442>
  <ipp_ge:I0442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1754000</ipp_ge:I0442>
  <ipp_ge:I0443 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-739000</ipp_ge:I0443>
  <ipp_ge:I0444 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-23000</ipp_ge:I0444>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3140000</ipp_ge:I0450>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">3204000</ipp_ge:I0450>
  <ipp_ge:I0451 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">236000</ipp_ge:I0451>
  <ipp_ge:I0451 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2058000</ipp_ge:I0451>
  <ipp_ge:I0453 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2904000</ipp_ge:I0453>
  <ipp_ge:I0453 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1146000</ipp_ge:I0453>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-4356000</ipp_ge:I0490>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-6688000</ipp_ge:I0490>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-7000</ipp_ge:I0470>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-62000</ipp_ge:I0470>
  <ipp_ge:I0473 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-85000</ipp_ge:I0473>
  <ipp_ge:I0473 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-78000</ipp_ge:I0473>
  <ipp_ge:I0474 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">78000</ipp_ge:I0474>
  <ipp_ge:I0474 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">16000</ipp_ge:I0474>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5109000</ipp_ge:I0480>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1202000</ipp_ge:I0480>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">8059000</ipp_ge:I0481>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">4074000</ipp_ge:I0481>
  <ipp_ge:I0482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-2950000</ipp_ge:I0482>
  <ipp_ge:I0482 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2872000</ipp_ge:I0482>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-9458000</ipp_ge:I0485>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-7828000</ipp_ge:I0485>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">630000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">745000</ipp_ge:I0495>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">854000</ipp_ge:I0499>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">936000</ipp_ge:I0499>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1484000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1681000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1484000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1681000</ipp_ge:I0550>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1484000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1681000</ipp_ge:I0600>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">83908000</ipp_ge:I1040>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">43134000</ipp_ge:I1040>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">15002000</ipp_ge:I1030>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">13926000</ipp_ge:I1030>
  <ipp_ge:I1031 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">14652000</ipp_ge:I1031>
  <ipp_ge:I1031 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">13458000</ipp_ge:I1031>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">350000</ipp_ge:I1032>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">468000</ipp_ge:I1032>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">66430000</ipp_ge:I1033>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">27479000</ipp_ge:I1033>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1772000</ipp_ge:I1036>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1552000</ipp_ge:I1036>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1772000</ipp_ge:I1044>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1552000</ipp_ge:I1044>
  <ipp_ge:I1039 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1039>
  <ipp_ge:I1039 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1039>
  <ipp_ge:I1037 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">704000</ipp_ge:I1037>
  <ipp_ge:I1037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">177000</ipp_ge:I1037>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">11508000</ipp_ge:I1085>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12696000</ipp_ge:I1085>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">969000</ipp_ge:I1055>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">989000</ipp_ge:I1055>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1677000</ipp_ge:I1060>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1356000</ipp_ge:I1060>
  <ipp_ge:I1061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1443000</ipp_ge:I1061>
  <ipp_ge:I1061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1009000</ipp_ge:I1061>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">83000</ipp_ge:I1062>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">149000</ipp_ge:I1062>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">151000</ipp_ge:I1063>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">198000</ipp_ge:I1063>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2994000</ipp_ge:I1070>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5893000</ipp_ge:I1070>
  <ipp_ge:I1082 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2994000</ipp_ge:I1082>
  <ipp_ge:I1082 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5893000</ipp_ge:I1082>
  <ipp_ge:I1083 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2994000</ipp_ge:I1083>
  <ipp_ge:I1083 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5893000</ipp_ge:I1083>
  <ipp_ge:I1076 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1076>
  <ipp_ge:I1076 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1076>
  <ipp_ge:I1075 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">666000</ipp_ge:I1075>
  <ipp_ge:I1075 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">547000</ipp_ge:I1075>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">5202000</ipp_ge:I1072>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3911000</ipp_ge:I1072>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">95416000</ipp_ge:I1100>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">55830000</ipp_ge:I1100>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">25168000</ipp_ge:I1195>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">28764000</ipp_ge:I1195>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">24810000</ipp_ge:I1180>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">28409000</ipp_ge:I1180>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1631000</ipp_ge:I1171>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1631000</ipp_ge:I1171>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1631000</ipp_ge:I1161>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1631000</ipp_ge:I1161>
  <ipp_ge:I1172 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4894000</ipp_ge:I1172>
  <ipp_ge:I1172 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4894000</ipp_ge:I1172>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">11207000</ipp_ge:I1173>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10129000</ipp_ge:I1173>
  <ipp_ge:I1174 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-82000</ipp_ge:I1174>
  <ipp_ge:I1174 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-71000</ipp_ge:I1174>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7160000</ipp_ge:I1175>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">11826000</ipp_ge:I1175>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">77000</ipp_ge:I1188>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">77000</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">77000</ipp_ge:I1187>
  <ipp_ge:I1187 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">77000</ipp_ge:I1187>
  <ipp_ge:I1183 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">77000</ipp_ge:I1183>
  <ipp_ge:I1183 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">77000</ipp_ge:I1183>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">24887000</ipp_ge:I1189>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">28486000</ipp_ge:I1189>
  <ipp_ge:I1193 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">281000</ipp_ge:I1193>
  <ipp_ge:I1193 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">278000</ipp_ge:I1193>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">40554000</ipp_ge:I1120>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8635000</ipp_ge:I1120>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1401000</ipp_ge:I1115>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">474000</ipp_ge:I1115>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">38696000</ipp_ge:I1116>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7704000</ipp_ge:I1116>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9662000</ipp_ge:I1131>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7574000</ipp_ge:I1131>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">29034000</ipp_ge:I1132>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">130000</ipp_ge:I1132>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">457000</ipp_ge:I1118>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">457000</ipp_ge:I1118>
  <ipp_ge:I1140 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1140>
  <ipp_ge:I1140 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1140>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">29694000</ipp_ge:I1130>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18431000</ipp_ge:I1130>
  <ipp_ge:I1122 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">165000</ipp_ge:I1122>
  <ipp_ge:I1122 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">180000</ipp_ge:I1122>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">17582000</ipp_ge:I1123>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7848000</ipp_ge:I1123>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8840000</ipp_ge:I1133>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5649000</ipp_ge:I1133>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8742000</ipp_ge:I1134>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2199000</ipp_ge:I1134>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9883000</ipp_ge:I1124>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8617000</ipp_ge:I1124>
  <ipp_ge:I1125 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3553000</ipp_ge:I1125>
  <ipp_ge:I1125 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3937000</ipp_ge:I1125>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3469000</ipp_ge:I1126>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3088000</ipp_ge:I1126>
  <ipp_ge:I1127 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2861000</ipp_ge:I1127>
  <ipp_ge:I1127 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1592000</ipp_ge:I1127>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2064000</ipp_ge:I1136>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1786000</ipp_ge:I1136>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">95416000</ipp_ge:I1200>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">55830000</ipp_ge:I1200>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">62059000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">56168000</ipp_ge:I1205>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-7199000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-6223000</ipp_ge:I1208>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">215000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">148000</ipp_ge:I1209>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-23073000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-20215000</ipp_ge:I1217>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-15231000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-17020000</ipp_ge:I1210>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6421000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-2438000</ipp_ge:I1211>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">10350000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">10420000</ipp_ge:I1245>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">1000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6000</ipp_ge:I1250>
  <ipp_ge:I1262 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">1000</ipp_ge:I1262>
  <ipp_ge:I1262 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6000</ipp_ge:I1262>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-294000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-92000</ipp_ge:I1251>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-15000</ipp_ge:I1255>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10000</ipp_ge:I1255>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-308000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-96000</ipp_ge:I1256>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">10042000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">10324000</ipp_ge:I1265>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2836000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-3287000</ipp_ge:I1270>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">7206000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">7037000</ipp_ge:I1280>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">7206000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">7037000</ipp_ge:I1288>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">7160000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">6936000</ipp_ge:I1300>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">46000</ipp_ge:I1289>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">101000</ipp_ge:I1289>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">0.44</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">0.43</ipp_ge:I1290>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">0.44</ipp_ge:I1295>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">0.43</ipp_ge:I1295>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">7206000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">7037000</ipp_ge:I1305>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">17000</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">17000</ipp_ge:I1360>
  <ipp_ge:I1361 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">17000</ipp_ge:I1361>
  <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">7206000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">7054000</ipp_ge:I1400>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">7160000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">6953000</ipp_ge:I1398>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">46000</ipp_ge:I1399>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">101000</ipp_ge:I1399>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1631000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">15023000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">11826000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">77000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">278000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">28764000</ipp_ge:I3110>
  <ipp_ge:I3111 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-1293000</ipp_ge:I3111>
  <ipp_ge:I3111 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-1293000</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">1631000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">13730000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">11826000</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">77000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">278000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">27471000</ipp_ge:I3115>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">7160000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">46000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">7206000</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">-9455000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-11000</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">-39000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-9505000</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_PrimaEmisionReservasMiembro">-9458000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">-73000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-9531000</ipp_ge:I3128>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">3000</ipp_ge:I3129>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-11000</ipp_ge:I3129>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-8000</ipp_ge:I3129>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">34000</ipp_ge:I3130>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">34000</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">11826000</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">-11826000</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">-4000</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-4000</ipp_ge:I3135>
  <ipp_ge:I3136 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3136>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">11826000</ipp_ge:I3137>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-11826000</ipp_ge:I3137>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3137>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">-4000</ipp_ge:I3138>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-4000</ipp_ge:I3138>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1631000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">16101000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-82000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">7160000</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">77000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">281000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">25168000</ipp_ge:I3140>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1631000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">13076000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-9000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">9770000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">117000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">294000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">24879000</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">1631000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">13076000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-9000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">9770000</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">117000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">294000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">24879000</ipp_ge:I3155>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">6936000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">17000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">101000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">7054000</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">-7828000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-62000</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">-98000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-7988000</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_PrimaEmisionReservasMiembro">-7828000</ipp_ge:I3168>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">-98000</ipp_ge:I3168>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-7926000</ipp_ge:I3168>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-62000</ipp_ge:I3169>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-62000</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">9770000</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">-9770000</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_PrimaEmisionReservasMiembro">9770000</ipp_ge:I3178>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-9770000</ipp_ge:I3178>
  <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">1631000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">15018000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-71000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">6936000</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">134000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">297000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">23945000</ipp_ge:I3180>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">12769000</ipp_ge:I1435>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">9085000</ipp_ge:I1435>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">10042000</ipp_ge:I1405>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">10324000</ipp_ge:I1405>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6715000</ipp_ge:I1410>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2472000</ipp_ge:I1410>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6421000</ipp_ge:I1411>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2438000</ipp_ge:I1411>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">294000</ipp_ge:I1412>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">34000</ipp_ge:I1412>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-2466000</ipp_ge:I1415>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2801000</ipp_ge:I1415>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1522000</ipp_ge:I1420>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-910000</ipp_ge:I1420>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1522000</ipp_ge:I1424>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-910000</ipp_ge:I1424>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-6624000</ipp_ge:I1460>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-3396000</ipp_ge:I1460>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-9527000</ipp_ge:I1440>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-4548000</ipp_ge:I1440>
  <ipp_ge:I1441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-796000</ipp_ge:I1441>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-4794000</ipp_ge:I1442>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-3509000</ipp_ge:I1442>
  <ipp_ge:I1443 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-222000</ipp_ge:I1443>
  <ipp_ge:I1443 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1039000</ipp_ge:I1443>
  <ipp_ge:I1444 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-3715000</ipp_ge:I1444>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2902000</ipp_ge:I1450>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1146000</ipp_ge:I1450>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1146000</ipp_ge:I1453>
  <ipp_ge:I1454 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2902000</ipp_ge:I1454>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1000</ipp_ge:I1455>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6000</ipp_ge:I1455>
  <ipp_ge:I1457 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1000</ipp_ge:I1457>
  <ipp_ge:I1457 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6000</ipp_ge:I1457>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-4854000</ipp_ge:I1490>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-6879000</ipp_ge:I1490>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-7000</ipp_ge:I1470>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-62000</ipp_ge:I1470>
  <ipp_ge:I1473 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-85000</ipp_ge:I1473>
  <ipp_ge:I1473 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-78000</ipp_ge:I1473>
  <ipp_ge:I1474 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">78000</ipp_ge:I1474>
  <ipp_ge:I1474 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">16000</ipp_ge:I1474>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">4799000</ipp_ge:I1480>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1205000</ipp_ge:I1480>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">8195000</ipp_ge:I1481>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">4074000</ipp_ge:I1481>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-3396000</ipp_ge:I1482>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2869000</ipp_ge:I1482>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-9531000</ipp_ge:I1485>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-7926000</ipp_ge:I1485>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-115000</ipp_ge:I1486>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-96000</ipp_ge:I1486>
  <ipp_ge:I1487 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-115000</ipp_ge:I1487>
  <ipp_ge:I1487 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-96000</ipp_ge:I1487>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1291000</ipp_ge:I1495>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1190000</ipp_ge:I1495>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3911000</ipp_ge:I1499>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">5677000</ipp_ge:I1499>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5202000</ipp_ge:I1500>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">4487000</ipp_ge:I1500>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5202000</ipp_ge:I1550>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">4487000</ipp_ge:I1550>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5202000</ipp_ge:I1600>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">4487000</ipp_ge:I1600>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8600>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8600>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.58</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">9458000</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.48</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">7828000</ipp_ge:I2158>
  <ipp_ge:I2160 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.58</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">9458000</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.48</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">7828000</ipp_ge:I2160>
  <ipp_ge:I2155 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.58</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">9458000</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.43</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">7065000</ipp_ge:I2155>
  <ipp_ge:I2156 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.05</ipp_ge:I2156>
  <ipp_ge:I2156 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">763000</ipp_ge:I2156>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">36639000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">35837000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">40786000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">40051000</ipp_ge:I2210>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">0</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">21273000</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">16117000</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">21273000</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">16117000</ipp_ge:I2216>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">21273000</ipp_ge:I2217>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">16117000</ipp_ge:I2217>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">36639000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">35837000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">62059000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">56168000</ipp_ge:I2220>
  <ipp_ge:I2221 contextRef="Icur_SegmentoslMiembro">OFTALMOLOGIA</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">62059000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">56168000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_ResultadoPeriodoActualMiembro">62059000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">56168000</ipp_ge:I2221>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">62059000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">56168000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_ResultadoPeriodoActualMiembro">62059000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">56168000</ipp_ge:I2235>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">705</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">542</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">980</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">874</ipp_ge:I2295>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">120</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">96</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">188</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">181</ipp_ge:I2296>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">585</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">446</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">792</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">693</ipp_ge:I2297>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">135000</ipp_ge:I2310>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">134000</ipp_ge:I2310>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">135000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">134000</ipp_ge:I2320>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">155000</ipp_ge:I2325>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">160000</ipp_ge:I2325>
  <ipp_ge:I2340 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2340>
  <ipp_ge:I2343 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">177000</ipp_ge:I2343>
  <ipp_ge:I2343 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">177000</ipp_ge:I2343>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">42000</ipp_ge:I2344>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">42000</ipp_ge:I2344>
  <ipp_ge:I2345 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2345>
  <ipp_ge:I2348 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2348>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">219000</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">219000</ipp_ge:I2350>
  <ipp_ge:I2351 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2351>
  <ipp_ge:I2354 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2354>
  <ipp_ge:I2356 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2356>
  <ipp_ge:I2357 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2357>
  <ipp_ge:I2359 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2359>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2372 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2372>
  <ipp_ge:I2375 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2375>
  <ipp_ge:I2381 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2381>
  <ipp_ge:I2382 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2382>
  <ipp_ge:I2383 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2383>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">7553000</ipp_ge:I2386>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">945000</ipp_ge:I2386>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">8498000</ipp_ge:I2386>
  <ipp_ge:I2385 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2385>
  <ipp_ge:I2341 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2341>
  <ipp_ge:I2342 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2342>
  <ipp_ge:I2346 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">85000</ipp_ge:I2346>
  <ipp_ge:I2346 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">85000</ipp_ge:I2346>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">85000</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">85000</ipp_ge:I2347>
  <ipp_ge:I2352 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2352>
  <ipp_ge:I2353 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2353>
  <ipp_ge:I2355 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2355>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2358>
  <ipp_ge:I6340 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6340>
  <ipp_ge:I6343 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">147000</ipp_ge:I6343>
  <ipp_ge:I6343 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">10000</ipp_ge:I6343>
  <ipp_ge:I6343 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">157000</ipp_ge:I6343>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6344>
  <ipp_ge:I6345 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6345>
  <ipp_ge:I6348 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6348>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">147000</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">10000</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">157000</ipp_ge:I6350>
  <ipp_ge:I6351 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6351>
  <ipp_ge:I6354 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6354>
  <ipp_ge:I6356 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6356>
  <ipp_ge:I6357 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6357>
  <ipp_ge:I6359 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6359>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6372 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6372>
  <ipp_ge:I6375 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6375>
  <ipp_ge:I6381 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6381>
  <ipp_ge:I6382 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6382>
  <ipp_ge:I6383 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6383>
  <ipp_ge:I6386 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">7580000</ipp_ge:I6386>
  <ipp_ge:I6386 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">7580000</ipp_ge:I6386>
  <ipp_ge:I6385 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6385>
  <ipp_ge:I6341 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6341>
  <ipp_ge:I6342 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6342>
  <ipp_ge:I6346 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">85000</ipp_ge:I6346>
  <ipp_ge:I6346 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">85000</ipp_ge:I6346>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">85000</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">85000</ipp_ge:I6347>
  <ipp_ge:I6352 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6352>
  <ipp_ge:I6353 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6353>
  <ipp_ge:I6355 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6355>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6358>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Notas explicativas e informe de gestión intermedio.pdf</ipp_ge:InformacionFinancieraSemestralNombre>
  <ipp_ge:InformacionFinancieraSemestralTipoMime contextRef="Icur">pdf</ipp_ge:InformacionFinancieraSemestralTipoMime>
  <ipp_ge:InformacionFinancieraSemestralContenido contextRef="Icur">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</ipp_ge:InformacionFinancieraSemestralContenido>
  <ipp_ge:I2376 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2376>
  <ipp_ge:I2376 contextRef="Icur_ConsolidadoMiembro">X</ipp_ge:I2376>
  <ipp_ge:I2379 contextRef="Icur_IndividualMiembro">X</ipp_ge:I2379>
  <ipp_ge:I2379 contextRef="Icur_ConsolidadoMiembro">X</ipp_ge:I2379>
</xbrli:xbrl>