﻿<?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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasContactoMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasContactoEje">ipp_ge_dim:PersonasContactoMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasContactoEje">
        <ipp_ge_dim:ID_LineaCuadro>1</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>1</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_2">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>2</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_3">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>3</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_4">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>4</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_5">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>7</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_8">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>8</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_9">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>9</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_10">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>10</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_11">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>11</ipp_ge_dim:ID_LineaCuadro>
      </xbrldi:typedMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasResponsablesInformacionMiembro_12">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PersonasResponsablesInformacionEje">ipp_ge_dim:PersonasResponsablesInformacionMiembro</xbrldi:explicitMember>
      <xbrldi:typedMember dimension="ipp_ge_dim:LineaPersonasResponsablesInformacionEje">
        <ipp_ge_dim:ID_LineaCuadro>12</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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoBalanceEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_PeriodoCierreAnteriorBalanceMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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_PeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-07-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PeriodoCorrienteAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-07-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:PeriodoCorrienteAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AcumuladoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:AcumuladoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AcumuladoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:CuentaPerdidasGananciasEje">ipp_ge_dim:AcumuladoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_ResultadoPeriodoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:ResultadoPeriodoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:SubvencionesDonacionesLegadosRecibidosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Individual_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoIndividualEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Individual_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2018-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-07-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoCorrienteActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ORICPeriodoCorrienteAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-07-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoCorrienteAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ORICPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:OtroResultadoIntegralConsolidadoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:CapitalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_PrimaEmisionReservasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:PrimaEmisionReservasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AccionesParticipacionesPatrimonioPropiasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ResultadoPeriodoAtribuidoEntidadControladoraMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:OtrosInstrumentosPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_AjustesPorCambiosValorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:AjustesPorCambiosValorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_ParticipacionesNoControladorasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:ParticipacionesNoControladorasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_Consolidado_TotalPatrimonioNetoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:EstadoTotalCambiosPatrimonioNetoConsolidadoEje">ipp_ge_dim:TotalPatrimonioNetoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_Consolidado_CapitalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImportePorAccionMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImporteTotalMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImportePorAccionMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:ImporteTotalMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_NumeroAccionesEntregarMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:NumeroAccionesEntregarMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_NumeroAccionesEntregarMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:DividendosPagadosEje">ipp_ge_dim:NumeroAccionesEntregarMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaIndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:AreaGeograficaEje">ipp_ge_dim:AreaGeograficaConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:SegmentoslMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:IngresosActividadesOrdinariasPeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:SegmentosEje">ipp_ge_dim:ResultadoPeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_ResultadoPeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:IndividualMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
      <xbrldi:explicitMember dimension="ipp_ge_dim:PeriodoEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, 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: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-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ImporteMilesEurosEje">ipp_ge_dim:PeriodoActualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_Importe_PeriodoAnteriorMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ImporteMilesEurosEje">ipp_ge_dim:PeriodoAnteriorMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AccionistasSignificativosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AccionistasSignificativosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_AdministradoresDirectivosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AdministradoresDirectivosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_PersonasSociedadesEntidadesGrupoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_OtrasPartesVinculadasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:OtrasPartesVinculadasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dcur_TotalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2019-01-01</xbrli:startDate>
      <xbrli:endDate>2019-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:TotalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AccionistasSignificativosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AccionistasSignificativosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_AdministradoresDirectivosMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:AdministradoresDirectivosMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_PersonasSociedadesEntidadesGrupoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:PersonasSociedadesEntidadesGrupoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_OtrasPartesVinculadasMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:OtrasPartesVinculadasMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre_TotalMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:TransaccionesSaldosPartesVinculadasEje">ipp_ge_dim:TotalMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Dpre">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2018-01-01</xbrli:startDate>
      <xbrli:endDate>2018-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:IndividualMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:context id="Icur_ConsolidadoMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28060903">CORPORACION FINANCIERA ALBA, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2019-12-31</xbrli:instant>
    </xbrli:period>
    <xbrli:scenario>
      <xbrldi:explicitMember dimension="ipp_ge_dim:ApartadoEje">ipp_ge_dim:ConsolidadoMiembro</xbrldi:explicitMember>
    </xbrli:scenario>
  </xbrli:context>
  <xbrli:unit id="euro">
    <xbrli:measure>iso4217:EUR</xbrli:measure>
  </xbrli:unit>
  <!--Periodo S2-->
  <ipp_ge:Modelo contextRef="Icur">GEN</ipp_ge:Modelo>
  <ipp_ge:Version contextRef="Icur">8.0.0</ipp_ge:Version>
  <ipp_ge:Estadistico contextRef="Icur">N</ipp_ge:Estadistico>
  <ipp_ge:FechaInicioInforme contextRef="Icur">2019-01-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:FechaFinInforme contextRef="Icur">2019-12-31</ipp_ge:FechaFinInforme>
  <ipp_ge:DenominacionSocial contextRef="Icur">CORPORACION FINANCIERA ALBA, S.A.</ipp_ge:DenominacionSocial>
  <ipp_ge:DomicilioSocial contextRef="Icur">Castelló, 77 5ª planta 28006 Madrid</ipp_ge:DomicilioSocial>
  <ipp_ge:CIF contextRef="Icur">A-28060903</ipp_ge:CIF>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_1">CARLOS MARCH DELGADO</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_2">JUAN MARCH DE LA LASTRA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_3">JUAN MARCH JUAN</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_4">SANTOS MARTÍNEZ-CONDE GUTIÉRREZ-BARQUÍN</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_5">JOSÉ DOMINGO DE AMPUERO Y OSMA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_6">RAMÓN CARNÉ CASAS</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_7">MARIA EUGENIA GIRÓN DÁVILA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_8">CLAUDIA PICKHOLZ</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_9">ANTÓN PRADERA JAÚREGUI</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_10">JOSÉ RAMÓN DEL CAÑO PALOP</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_11">ANA MARIA PLAZA ARREGUI</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_12">MARIA LUISA GUIBERT UCIN</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">PRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_2">VICEPRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_3">VICEPRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_4">CONSEJERO DELEGADO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_5">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_6">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_7">CONSEJERA</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_8">CONSEJERA</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_9">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_10">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_11">CONSEJERA</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_12">CONSEJERA</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">false</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2020-02-28</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3807105000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3382902000</ipp_ge:I0040>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">25000</ipp_ge:I0030>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12000</ipp_ge:I0030>
  <ipp_ge:I0032 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">25000</ipp_ge:I0032>
  <ipp_ge:I0032 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12000</ipp_ge:I0032>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2715000</ipp_ge:I0033>
  <ipp_ge:I0033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3078000</ipp_ge:I0033>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3737905000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3318337000</ipp_ge:I0035>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">65737000</ipp_ge:I0036>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">60752000</ipp_ge:I0036>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">723000</ipp_ge:I0037>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">723000</ipp_ge:I0037>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">234929000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">516842000</ipp_ge:I0085>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">46661000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">125916000</ipp_ge:I0060>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2534000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8190000</ipp_ge:I0062>
  <ipp_ge:I0063 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">44127000</ipp_ge:I0063>
  <ipp_ge:I0063 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">117726000</ipp_ge:I0063>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">24747000</ipp_ge:I0064>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14237000</ipp_ge:I0064>
  <ipp_ge:I0070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">114236000</ipp_ge:I0070>
  <ipp_ge:I0070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">248674000</ipp_ge:I0070>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">49285000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">128015000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4042034000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3899744000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3868643000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3743591000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3868643000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3743591000</ipp_ge:I0180>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">58240000</ipp_ge:I0171>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">58240000</ipp_ge:I0171>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">58240000</ipp_ge:I0161>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">58240000</ipp_ge:I0161>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3656232000</ipp_ge:I0173>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3602265000</ipp_ge:I0173>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">183291000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">112206000</ipp_ge:I0175>
  <ipp_ge:I0176 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-29120000</ipp_ge:I0176>
  <ipp_ge:I0176 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-29120000</ipp_ge:I0176>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0188>
  <ipp_ge:I0188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0188>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7418000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4645000</ipp_ge:I0120>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">409000</ipp_ge:I0115>
  <ipp_ge:I0115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">409000</ipp_ge:I0115>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">6935000</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4162000</ipp_ge:I0116>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">6935000</ipp_ge:I0132>
  <ipp_ge:I0132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4162000</ipp_ge:I0132>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">74000</ipp_ge:I0118>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">74000</ipp_ge:I0118>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">165973000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">151508000</ipp_ge:I0130>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0123>
  <ipp_ge:I0123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0123>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">158085000</ipp_ge:I0129>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">144830000</ipp_ge:I0129>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7888000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">6678000</ipp_ge:I0124>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7888000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">6678000</ipp_ge:I0126>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4042034000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3899744000</ipp_ge:I0200>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">39039000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">42268000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">120341000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">189850000</ipp_ge:I0205>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">356000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">620000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">789000</ipp_ge:I0209>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">620000</ipp_ge:I0209>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-6425000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3537000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-13557000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-10133000</ipp_ge:I0217>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-2686000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-2630000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-5228000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-5141000</ipp_ge:I0210>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-252000</ipp_ge:I0211>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-232000</ipp_ge:I0211>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-505000</ipp_ge:I0211>
  <ipp_ge:I0211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-447000</ipp_ge:I0211>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">73788000</ipp_ge:I0214>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-39824000</ipp_ge:I0214>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">76237000</ipp_ge:I0214>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-39821000</ipp_ge:I0214>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1821000</ipp_ge:I0215>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">23000</ipp_ge:I0215>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1821000</ipp_ge:I0215>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">103820000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-1514000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">178100000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">136749000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1351000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1044000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2166000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2140000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-4654000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3589000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-4984000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-3616000</ipp_ge:I0251>
  <ipp_ge:I0252 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-306000</ipp_ge:I0252>
  <ipp_ge:I0252 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-27513000</ipp_ge:I0252>
  <ipp_ge:I0252 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">8163000</ipp_ge:I0252>
  <ipp_ge:I0252 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-28775000</ipp_ge:I0252>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-3609000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-30058000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">5345000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-30251000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">100211000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-31572000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">183445000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">106498000</ipp_ge:I0265>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">2428000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-154000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">5708000</ipp_ge:I0270>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">100212000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-29144000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">183291000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">112206000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">100212000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-29144000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">183291000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">112206000</ipp_ge:I0300>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">1.72</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">3.15</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">1.93</ipp_ge:I0290>
  <ipp_ge:I0295 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">1.72</ipp_ge:I0295>
  <ipp_ge:I0295 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">3.15</ipp_ge:I0295>
  <ipp_ge:I0295 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">1.93</ipp_ge:I0295>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">183291000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">112206000</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">-1000</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:I0343 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1000</ipp_ge:I0343>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0350>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0350>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">183291000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">112205000</ipp_ge:I0400>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">58240000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">3573145000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">112206000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">3743591000</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">58240000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">3573145000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">112206000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">3743591000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">183291000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">183291000</ipp_ge:I3020>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-58240000</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">-58240000</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_ResultadoPeriodoMiembro">-58240000</ipp_ge:I3028>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-58240000</ipp_ge:I3028>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3029>
  <ipp_ge:I3030 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3030>
  <ipp_ge:I3032 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3032>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">53967000</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">-53966000</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">1000</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">53966000</ipp_ge:I3037>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-53966000</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_PrimaEmisionReservasMiembro">1000</ipp_ge:I3038>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">1000</ipp_ge:I3038>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">58240000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">3627112000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">183291000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">3868643000</ipp_ge:I3040>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">58300000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">3149293000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-2413000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">484452000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">3689632000</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">58300000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">3149293000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-2413000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">484452000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">3689632000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-1000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">112206000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">112205000</ipp_ge:I3060>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">-60000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-2359000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">2413000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-58240000</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">-58246000</ipp_ge:I3065>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">-60000</ipp_ge:I3066>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-2359000</ipp_ge:I3066>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">2413000</ipp_ge:I3066>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-6000</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_ResultadoPeriodoMiembro">-58240000</ipp_ge:I3068>
  <ipp_ge:I3068 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-58240000</ipp_ge:I3068>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3069>
  <ipp_ge:I3070 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3070>
  <ipp_ge:I3072 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3072>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">426212000</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">-426212000</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3075 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3075>
  <ipp_ge:I3076 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3076>
  <ipp_ge:I3077 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3077>
  <ipp_ge:I3078 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">426212000</ipp_ge:I3078>
  <ipp_ge:I3078 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-426212000</ipp_ge:I3078>
  <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">58240000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">3573145000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">112206000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">3743591000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">182624000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">183405000</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">183445000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">106498000</ipp_ge:I0405>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-206403000</ipp_ge:I0410>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-151722000</ipp_ge:I0410>
  <ipp_ge:I0411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">505000</ipp_ge:I0411>
  <ipp_ge:I0411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">447000</ipp_ge:I0411>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-206908000</ipp_ge:I0412>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-152169000</ipp_ge:I0412>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-5045000</ipp_ge:I0415>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">30507000</ipp_ge:I0415>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">210627000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">198122000</ipp_ge:I0420>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">120341000</ipp_ge:I0422>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">189850000</ipp_ge:I0422>
  <ipp_ge:I0423 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2167000</ipp_ge:I0423>
  <ipp_ge:I0423 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2140000</ipp_ge:I0423>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">88119000</ipp_ge:I0430>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6132000</ipp_ge:I0430>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-203114000</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-246963000</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-494884000</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-598077000</ipp_ge:I0440>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-494748000</ipp_ge:I0441>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-597141000</ipp_ge:I0441>
  <ipp_ge:I0442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-136000</ipp_ge:I0442>
  <ipp_ge:I0442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-936000</ipp_ge:I0442>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">291770000</ipp_ge:I0450>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">351114000</ipp_ge:I0450>
  <ipp_ge:I0451 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">143694000</ipp_ge:I0451>
  <ipp_ge:I0451 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">6000</ipp_ge:I0451>
  <ipp_ge:I0453 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">142601000</ipp_ge:I0453>
  <ipp_ge:I0453 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">351108000</ipp_ge:I0453>
  <ipp_ge:I0454 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">5475000</ipp_ge:I0454>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-58240000</ipp_ge:I0490>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">45696000</ipp_ge:I0490>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0470>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2418000</ipp_ge:I0470>
  <ipp_ge:I0473 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-2418000</ipp_ge:I0473>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0480>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">106354000</ipp_ge:I0480>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">106354000</ipp_ge:I0481>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-58240000</ipp_ge:I0485>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-58240000</ipp_ge:I0485>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-78730000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-17862000</ipp_ge:I0495>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">128015000</ipp_ge:I0499>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">145877000</ipp_ge:I0499>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">49285000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">128015000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">49285000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">128015000</ipp_ge:I0550>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">49285000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">128015000</ipp_ge:I0600>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4346124000</ipp_ge:I1040>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3638911000</ipp_ge:I1040>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">227058000</ipp_ge:I1030>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">43026000</ipp_ge:I1030>
  <ipp_ge:I1031 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">122706000</ipp_ge:I1031>
  <ipp_ge:I1031 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4950000</ipp_ge:I1031>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">104352000</ipp_ge:I1032>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">38076000</ipp_ge:I1032>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">24770000</ipp_ge:I1033>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7867000</ipp_ge:I1033>
  <ipp_ge:I1034 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">324541000</ipp_ge:I1034>
  <ipp_ge:I1034 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">327314000</ipp_ge:I1034>
  <ipp_ge:I1035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3547967000</ipp_ge:I1035>
  <ipp_ge:I1035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2994399000</ipp_ge:I1035>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">219668000</ipp_ge:I1036>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">265026000</ipp_ge:I1036>
  <ipp_ge:I1047 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">150405000</ipp_ge:I1047>
  <ipp_ge:I1047 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">201052000</ipp_ge:I1047>
  <ipp_ge:I1041 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">150405000</ipp_ge:I1041>
  <ipp_ge:I1041 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">201052000</ipp_ge:I1041>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">69263000</ipp_ge:I1044>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">63974000</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">2120000</ipp_ge:I1037>
  <ipp_ge:I1037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1279000</ipp_ge:I1037>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">328061000</ipp_ge:I1085>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">629236000</ipp_ge:I1085>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">18066000</ipp_ge:I1055>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">6897000</ipp_ge:I1055>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">117762000</ipp_ge:I1060>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">231308000</ipp_ge:I1060>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">53274000</ipp_ge:I1062>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">67620000</ipp_ge:I1062>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">64488000</ipp_ge:I1063>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">163688000</ipp_ge:I1063>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">114236000</ipp_ge:I1070>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">248660000</ipp_ge:I1070>
  <ipp_ge:I1080 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">87246000</ipp_ge:I1080>
  <ipp_ge:I1081 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">87246000</ipp_ge:I1081>
  <ipp_ge:I1084 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">114236000</ipp_ge:I1084>
  <ipp_ge:I1084 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">161414000</ipp_ge:I1084>
  <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">156000</ipp_ge:I1075>
  <ipp_ge:I1075 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">317000</ipp_ge:I1075>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">77841000</ipp_ge:I1072>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">142054000</ipp_ge:I1072>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4674185000</ipp_ge:I1100>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4268147000</ipp_ge:I1100>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4330382000</ipp_ge:I1195>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4058900000</ipp_ge:I1195>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4135791000</ipp_ge:I1180>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4041478000</ipp_ge:I1180>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">58240000</ipp_ge:I1171>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">58240000</ipp_ge:I1171>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">58240000</ipp_ge:I1161>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">58240000</ipp_ge:I1161>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3940374000</ipp_ge:I1173>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">3857956000</ipp_ge:I1173>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">166297000</ipp_ge:I1175>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">154402000</ipp_ge:I1175>
  <ipp_ge:I1176 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-29120000</ipp_ge:I1176>
  <ipp_ge:I1176 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-29120000</ipp_ge:I1176>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1188>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1188>
  <ipp_ge:I1186 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1186>
  <ipp_ge:I1186 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1186>
  <ipp_ge:I1187 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1187>
  <ipp_ge:I1187 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1187>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4135791000</ipp_ge:I1189>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4041478000</ipp_ge:I1189>
  <ipp_ge:I1193 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">194591000</ipp_ge:I1193>
  <ipp_ge:I1193 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">17422000</ipp_ge:I1193>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">278132000</ipp_ge:I1120>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">177777000</ipp_ge:I1120>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1033000</ipp_ge:I1115>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">866000</ipp_ge:I1115>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">222339000</ipp_ge:I1116>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">137882000</ipp_ge:I1116>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">209708000</ipp_ge:I1131>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">128928000</ipp_ge:I1131>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">12631000</ipp_ge:I1132>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8954000</ipp_ge:I1132>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">54760000</ipp_ge:I1118>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">39029000</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">65671000</ipp_ge:I1130>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">31470000</ipp_ge:I1130>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">18359000</ipp_ge:I1123>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12758000</ipp_ge:I1123>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">18359000</ipp_ge:I1133>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">12758000</ipp_ge:I1133>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">38719000</ipp_ge:I1124>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">17023000</ipp_ge:I1124>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">38719000</ipp_ge:I1126>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">17023000</ipp_ge:I1126>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8593000</ipp_ge:I1136>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1689000</ipp_ge:I1136>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4674185000</ipp_ge:I1200>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4268147000</ipp_ge:I1200>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">57574000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">44382000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">94780000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">92384000</ipp_ge:I1205>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-12537000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-14082000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-23690000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-29616000</ipp_ge:I1208>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-30096000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-9024000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-40798000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-20249000</ipp_ge:I1217>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-16700000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-13091000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-30192000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-25684000</ipp_ge:I1210>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-7569000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-5934000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-11043000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-11863000</ipp_ge:I1211>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1883000</ipp_ge:I1214>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">63000</ipp_ge:I1214>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">78000</ipp_ge:I1214>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">63000</ipp_ge:I1214>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-1202000</ipp_ge:I1216>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">4821000</ipp_ge:I1216>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">525000</ipp_ge:I1216>
  <ipp_ge:I1216 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">4821000</ipp_ge:I1216>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">54610000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">8223000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">79082000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">10911000</ipp_ge:I1215>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">45963000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">15358000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">68742000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">20767000</ipp_ge:I1245>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">5023000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">11963000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">11448000</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">19711000</ipp_ge:I1250>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">5023000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">11963000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">11448000</ipp_ge:I1263>
  <ipp_ge:I1263 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">19711000</ipp_ge:I1263>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-1471000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-898000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-2685000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-6534000</ipp_ge:I1251>
  <ipp_ge:I1252 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">3746000</ipp_ge:I1252>
  <ipp_ge:I1252 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-33195000</ipp_ge:I1252>
  <ipp_ge:I1252 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">17029000</ipp_ge:I1252>
  <ipp_ge:I1252 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-30908000</ipp_ge:I1252>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1257 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1257>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">7298000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-22130000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">25792000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-17731000</ipp_ge:I1256>
  <ipp_ge:I1253 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">40439000</ipp_ge:I1253>
  <ipp_ge:I1253 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">97977000</ipp_ge:I1253>
  <ipp_ge:I1253 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">71584000</ipp_ge:I1253>
  <ipp_ge:I1253 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">161409000</ipp_ge:I1253>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">93700000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">91205000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">166118000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">164445000</ipp_ge:I1265>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1834000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-414000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-745000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-1864000</ipp_ge:I1270>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">95534000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">90791000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">165373000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">162581000</ipp_ge:I1280>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">95534000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">90791000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">165373000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">162581000</ipp_ge:I1288>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">99504000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">86232000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">166297000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">154402000</ipp_ge:I1300>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-3970000</ipp_ge:I1289>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">4559000</ipp_ge:I1289>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-924000</ipp_ge:I1289>
  <ipp_ge:I1289 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">8179000</ipp_ge:I1289>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">1.64</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1.56</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">2.84</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">2.79</ipp_ge:I1290>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">1.64</ipp_ge:I1295>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1.56</ipp_ge:I1295>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">2.84</ipp_ge:I1295>
  <ipp_ge:I1295 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">2.79</ipp_ge:I1295>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">95534000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">90791000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">165373000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">162581000</ipp_ge:I1305>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-15699000</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-16864000</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-22960000</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-25971000</ipp_ge:I1310>
  <ipp_ge:I1342 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-15699000</ipp_ge:I1342>
  <ipp_ge:I1342 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-16863000</ipp_ge:I1342>
  <ipp_ge:I1342 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-22960000</ipp_ge:I1342>
  <ipp_ge:I1342 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-25970000</ipp_ge:I1342>
  <ipp_ge:I1343 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">-1000</ipp_ge:I1343>
  <ipp_ge:I1343 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">-1000</ipp_ge:I1343>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">8118000</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">9485000</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">8118000</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">9485000</ipp_ge:I1350>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">8118000</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">9485000</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">8118000</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">9485000</ipp_ge:I1370>
  <ipp_ge:I1373 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">8118000</ipp_ge:I1373>
  <ipp_ge:I1373 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">9485000</ipp_ge:I1373>
  <ipp_ge:I1373 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">8118000</ipp_ge:I1373>
  <ipp_ge:I1373 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">9485000</ipp_ge:I1373>
  <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">87953000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">83412000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">150531000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">146095000</ipp_ge:I1400>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">91923000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">78853000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">151455000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">137916000</ipp_ge:I1398>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-3970000</ipp_ge:I1399>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">4559000</ipp_ge:I1399>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-924000</ipp_ge:I1399>
  <ipp_ge:I1399 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">8179000</ipp_ge:I1399>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">58240000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">3828836000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">154402000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">17422000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">4058900000</ipp_ge:I3110>
  <ipp_ge:I3111 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3111>
  <ipp_ge:I3112 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3112>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">58240000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">3828836000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">154402000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">17422000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">4058900000</ipp_ge:I3115>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">-14842000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">166297000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">-924000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">150531000</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">-58240000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">178093000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">119853000</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">-58240000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">-1656000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-59896000</ipp_ge:I3128>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3129>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">179749000</ipp_ge:I3130>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">179749000</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">155500000</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">-154402000</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">1098000</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">154402000</ipp_ge:I3137>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-154402000</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_PrimaEmisionReservasMiembro">1098000</ipp_ge:I3138>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">1098000</ipp_ge:I3138>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">58240000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">3911254000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">166297000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">194591000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">4330382000</ipp_ge:I3140>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">58300000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">3432031000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-2413000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">474078000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">34101000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">3996097000</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">58300000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">3432031000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-2413000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">474078000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">34101000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">3996097000</ipp_ge:I3155>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-16486000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">154402000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">8179000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">146095000</ipp_ge:I3160>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">-60000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-2358000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">2413000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-58240000</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">-24491000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-82736000</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_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-58240000</ipp_ge:I3168>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">-8387000</ipp_ge:I3168>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-66627000</ipp_ge:I3168>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">-60000</ipp_ge:I3169>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-2358000</ipp_ge:I3169>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">2413000</ipp_ge:I3169>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-5000</ipp_ge:I3169>
  <ipp_ge:I3170 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">-16104000</ipp_ge:I3170>
  <ipp_ge:I3170 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-16104000</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">415649000</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">-415838000</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">-367000</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-556000</ipp_ge:I3175>
  <ipp_ge:I3176 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3176>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">415838000</ipp_ge:I3177>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-415838000</ipp_ge:I3177>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3177>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-189000</ipp_ge:I3178>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">-367000</ipp_ge:I3178>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-556000</ipp_ge:I3178>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">58240000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">3828836000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">154402000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">17422000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">4058900000</ipp_ge:I3180>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">231105000</ipp_ge:I1435>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">159623000</ipp_ge:I1435>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">166118000</ipp_ge:I1405>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">164445000</ipp_ge:I1405>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-157420000</ipp_ge:I1410>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-165386000</ipp_ge:I1410>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">11043000</ipp_ge:I1411>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">11863000</ipp_ge:I1411>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-168463000</ipp_ge:I1412>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-177249000</ipp_ge:I1412>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">40830000</ipp_ge:I1415>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-15773000</ipp_ge:I1415>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">181577000</ipp_ge:I1420>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">176337000</ipp_ge:I1420>
  <ipp_ge:I1422 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">85021000</ipp_ge:I1422>
  <ipp_ge:I1422 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">165102000</ipp_ge:I1422>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">96556000</ipp_ge:I1424>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">11235000</ipp_ge:I1424>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-225420000</ipp_ge:I1460>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-247355000</ipp_ge:I1460>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-644635000</ipp_ge:I1440>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-642237000</ipp_ge:I1440>
  <ipp_ge:I1441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-636158000</ipp_ge:I1441>
  <ipp_ge:I1441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-629779000</ipp_ge:I1441>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-8477000</ipp_ge:I1442>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-3273000</ipp_ge:I1442>
  <ipp_ge:I1443 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-9185000</ipp_ge:I1443>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">419215000</ipp_ge:I1450>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">394882000</ipp_ge:I1450>
  <ipp_ge:I1451 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">259165000</ipp_ge:I1451>
  <ipp_ge:I1451 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">88371000</ipp_ge:I1451>
  <ipp_ge:I1452 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">11989000</ipp_ge:I1452>
  <ipp_ge:I1452 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">15456000</ipp_ge:I1452>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">148061000</ipp_ge:I1453>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">291055000</ipp_ge:I1453>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1455>
  <ipp_ge:I1455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1455>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-69898000</ipp_ge:I1490>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-80232000</ipp_ge:I1490>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1470>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1470>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-10002000</ipp_ge:I1480>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-13605000</ipp_ge:I1480>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-10002000</ipp_ge:I1482>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-13605000</ipp_ge:I1482>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-59896000</ipp_ge:I1485>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-66627000</ipp_ge:I1485>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I1486>
  <ipp_ge:I1486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I1486>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-64213000</ipp_ge:I1495>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-167964000</ipp_ge:I1495>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">142054000</ipp_ge:I1499>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">310018000</ipp_ge:I1499>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">77841000</ipp_ge:I1500>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">142054000</ipp_ge:I1500>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">77841000</ipp_ge:I1550>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">142054000</ipp_ge:I1550>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">77841000</ipp_ge:I1600>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">142054000</ipp_ge:I1600>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">1.00</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">58240000</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">1.00</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">58240000</ipp_ge:I2158>
  <ipp_ge:I2160 unitRef="euro" decimals="0" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">1</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">58240000</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="0" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">1</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">58240000</ipp_ge:I2160>
  <ipp_ge:I2155 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">1.00</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">58240000</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">1.00</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">58240000</ipp_ge:I2155>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">120341000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">189850000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">50342000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">67514000</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">44438000</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">24870000</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">8426000</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">24870000</ipp_ge:I2216>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">3849000</ipp_ge:I2217>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">24870000</ipp_ge:I2217>
  <ipp_ge:I2218 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">4577000</ipp_ge:I2218>
  <ipp_ge:I2219 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">36012000</ipp_ge:I2219>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">120341000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">189850000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">94780000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">92384000</ipp_ge:I2220>
  <ipp_ge:I2221 contextRef="Icur_SegmentoslMiembro">Alquiler de inmuebles</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">16866000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">16112000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_ResultadoPeriodoActualMiembro">11358000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">11122000</ipp_ge:I2221>
  <ipp_ge:I2222 contextRef="Icur_SegmentoslMiembro">Soluciones tecnológicas para el sector pesquero</ipp_ge:I2222>
  <ipp_ge:I2222 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">51686000</ipp_ge:I2222>
  <ipp_ge:I2222 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">50978000</ipp_ge:I2222>
  <ipp_ge:I2222 contextRef="Icur_ResultadoPeriodoActualMiembro">1690000</ipp_ge:I2222>
  <ipp_ge:I2222 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">1673000</ipp_ge:I2222>
  <ipp_ge:I2223 contextRef="Icur_SegmentoslMiembro">Otros</ipp_ge:I2223>
  <ipp_ge:I2223 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">1398000</ipp_ge:I2223>
  <ipp_ge:I2223 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">423000</ipp_ge:I2223>
  <ipp_ge:I2223 contextRef="Icur_ResultadoPeriodoActualMiembro">1398000</ipp_ge:I2223>
  <ipp_ge:I2223 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">423000</ipp_ge:I2223>
  <ipp_ge:I2224 contextRef="Icur_SegmentoslMiembro">Gas</ipp_ge:I2224>
  <ipp_ge:I2224 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">24871000</ipp_ge:I2224>
  <ipp_ge:I2225 contextRef="Icur_SegmentoslMiembro">Producción de componentes del sistema de frenos</ipp_ge:I2225>
  <ipp_ge:I2225 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">6583000</ipp_ge:I2225>
  <ipp_ge:I2225 contextRef="Icur_ResultadoPeriodoActualMiembro">-165000</ipp_ge:I2225>
  <ipp_ge:I2226 contextRef="Icur_SegmentoslMiembro">Seguridad y salud laboral</ipp_ge:I2226>
  <ipp_ge:I2226 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">18247000</ipp_ge:I2226>
  <ipp_ge:I2226 contextRef="Icur_ResultadoPeriodoActualMiembro">-1691000</ipp_ge:I2226>
  <ipp_ge:I2227 contextRef="Icur_SegmentoslMiembro">Gas</ipp_ge:I2227>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">94780000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">92384000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_ResultadoPeriodoActualMiembro">12590000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">13218000</ipp_ge:I2235>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">44</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">45</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">1596</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">142</ipp_ge:I2295>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">28</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">29</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">809</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">99</ipp_ge:I2296>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">16</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">16</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">787</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">43</ipp_ge:I2297>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">1667000</ipp_ge:I2310>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">1178000</ipp_ge:I2310>
  <ipp_ge:I2311 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">1454000</ipp_ge:I2311>
  <ipp_ge:I2311 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">1683000</ipp_ge:I2311>
  <ipp_ge:I2312 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">1407000</ipp_ge:I2312>
  <ipp_ge:I2312 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">1062000</ipp_ge:I2312>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">4528000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">3923000</ipp_ge:I2320>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">3058000</ipp_ge:I2325>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">2424000</ipp_ge:I2325>
  <ipp_ge:I2340 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2340>
  <ipp_ge:I2343 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2343>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">567000</ipp_ge:I2344>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">567000</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">567000</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">567000</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_OtrasPartesVinculadasMiembro">88294000</ipp_ge:I2354>
  <ipp_ge:I2354 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">88294000</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_OtrasPartesVinculadasMiembro">244000</ipp_ge:I2359>
  <ipp_ge:I2359 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">244000</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">88538000</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">88538000</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">8749000</ipp_ge:I2386>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">8749000</ipp_ge:I2386>
  <ipp_ge:I2385 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2385>
  <ipp_ge:I2341 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2341>
  <ipp_ge:I2342 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2342>
  <ipp_ge:I2346 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2346>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2352 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2352>
  <ipp_ge:I2353 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2353>
  <ipp_ge:I2355 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2355>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2358>
  <ipp_ge:I6340 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6340>
  <ipp_ge:I6343 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6343>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">707000</ipp_ge:I6344>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">2333000</ipp_ge:I6344>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">3040000</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">707000</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">2333000</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">3040000</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_OtrasPartesVinculadasMiembro">161012000</ipp_ge:I6354>
  <ipp_ge:I6354 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">161012000</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_OtrasPartesVinculadasMiembro">241000</ipp_ge:I6359>
  <ipp_ge:I6359 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">241000</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">161253000</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">161253000</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">11661000</ipp_ge:I6386>
  <ipp_ge:I6386 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">11661000</ipp_ge:I6386>
  <ipp_ge:I6385 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6385>
  <ipp_ge:I6341 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6341>
  <ipp_ge:I6342 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6342>
  <ipp_ge:I6346 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6346>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6352 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6352>
  <ipp_ge:I6353 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6353>
  <ipp_ge:I6355 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6355>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6358>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Informe financiero semestral 31-12-19.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_ConsolidadoMiembro">X</ipp_ge:I2376>
  <ipp_ge:I2379 contextRef="Icur_ConsolidadoMiembro">X</ipp_ge:I2379>
</xbrli:xbrl>