﻿<?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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_PersonasContactoMiembro_1">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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_PeriodoActualBalanceMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-07-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-07-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_PeriodoActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</xbrli:instant>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Dcur_ORICPeriodoCorrienteActualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-07-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-07-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2023-01-01</xbrli:startDate>
      <xbrli:endDate>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:startDate>2022-01-01</xbrli:startDate>
      <xbrli:endDate>2022-12-31</xbrli:endDate>
    </xbrli:period>
  </xbrli:context>
  <xbrli:context id="Icur_IndividualMiembro">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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/A58348038">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
      <xbrli:instant>2023-12-31</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">2023-01-01</ipp_ge:FechaInicioInforme>
  <ipp_ge:InformacionComplementariaTexto contextRef="Icur">En las Cuentas Anuales consolidadas de DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJE, S.A. referidas al ejercicio 2023, los cambios que ha habido respecto a la información enviada a la CNMV de la Información Semestral (Segundo Semestre de 2023) con fecha 29 de febrero de 2024, se deben a dos motivos: 

1)	En el Informe Financiero Semestral correspondiente al Segundo semestre de 2023, no se reflejó el impacto de la operación, por importe de (142) miles de euros de pérdida, de venta de la nave logística propiedad de las sociedades dependientes francesas Grupodesa France, S.A.S y B2G., que se estaba reclasificada como Activo no corriente mantenido para la venta.

El importe debería haberse reflejado en el apartado 7. Otro Resultado Integral (NIIF Adoptadas), de la siguiente manera:

RESULTADO CONSOLIDADO DEL PERIODO (de la cuenta de pérdidas y ganancias): 2.127 miles de euros
OTRO RESULTADO GLOBAL: Punto 5, Resto de ingresos y gastos que no se reclasifican al resultado del periodo: (142) miles de euros
RESULTADO INTEGRAL TOTAL DEL PERIODO, atribuido a la entidad controladora: 1.985 miles de euros

2)	Diferencias por reclasificaciones en el Estado de Flujos de Efectivo Consolidado entre el Informe Financiero Semestral correspondiente al Segundo Semestre de  2023 y las Cuentas Anuales Consolidadas del ejercicio 2023.</ipp_ge:InformacionComplementariaTexto>
  <ipp_ge:FechaFinInforme contextRef="Icur">2023-12-31</ipp_ge:FechaFinInforme>
  <ipp_ge:DenominacionSocial contextRef="Icur">DESARROLLOS ESPECIALES DE SISTEMAS DE ANCLAJES, S.A.</ipp_ge:DenominacionSocial>
  <ipp_ge:DomicilioSocial contextRef="Icur">C/ GUITARD 43 2º3ª 08014 BARCELONA</ipp_ge:DomicilioSocial>
  <ipp_ge:CIF contextRef="Icur">A58348038</ipp_ge:CIF>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_1">ENRIQUE MORERA GUAJARDO</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_2">JOSÉ MARÍA VIDAL VÍA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_3">ORIOL SEGARRA BRUFAU</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_4">MONTSERRAT SEGARRA BRUFAU</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_5">PERE MOLLET BIOSCA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_6">AITOR-JON CAREAGA AZCÁRRAGA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_7">JOSÉ AITOR BARRENECHEA DELGADO</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_8">RAMIRO MARTÍNEZ-PARDO DEL VALLE</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_9">RAFAEL AGUIRRE UNCETA</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_10">ENRIQUE MORERA BALAGUER</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesNombre contextRef="Icur_PersonasResponsablesInformacionMiembro_11">AGUSTIN CHECA JIMÉNEZ</ipp_ge:PersonasResponsablesNombre>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_1">PRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_2">CONSEJERO DELEGADO / VICEPRESIDENTE</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_3">VICEPRESIDENTE </ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_4">CONSEJERA</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">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:PersonasResponsablesCargo contextRef="Icur_PersonasResponsablesInformacionMiembro_8">CONSEJERO</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">CONSEJERO</ipp_ge:PersonasResponsablesCargo>
  <ipp_ge:FirmadoAdministradores contextRef="Icur">true</ipp_ge:FirmadoAdministradores>
  <ipp_ge:FechaAprobacionInforme contextRef="Icur">2024-02-29</ipp_ge:FechaAprobacionInforme>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">16205000</ipp_ge:I0040>
  <ipp_ge:I0040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">16371000</ipp_ge:I0040>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0030>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">16090000</ipp_ge:I0035>
  <ipp_ge:I0035 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">16090000</ipp_ge:I0035>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4000</ipp_ge:I0036>
  <ipp_ge:I0036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4000</ipp_ge:I0036>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">111000</ipp_ge:I0037>
  <ipp_ge:I0037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">277000</ipp_ge:I0037>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1604000</ipp_ge:I0085>
  <ipp_ge:I0085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2396000</ipp_ge:I0085>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">254000</ipp_ge:I0060>
  <ipp_ge:I0060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1185000</ipp_ge:I0060>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">212000</ipp_ge:I0061>
  <ipp_ge:I0061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1178000</ipp_ge:I0061>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">42000</ipp_ge:I0062>
  <ipp_ge:I0062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7000</ipp_ge:I0062>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1229000</ipp_ge:I0064>
  <ipp_ge:I0064 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1091000</ipp_ge:I0064>
  <ipp_ge:I0071 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2000</ipp_ge:I0071>
  <ipp_ge:I0071 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10000</ipp_ge:I0071>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">119000</ipp_ge:I0072>
  <ipp_ge:I0072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">110000</ipp_ge:I0072>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">17809000</ipp_ge:I0100>
  <ipp_ge:I0100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18767000</ipp_ge:I0100>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">11513000</ipp_ge:I0195>
  <ipp_ge:I0195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10804000</ipp_ge:I0195>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">11513000</ipp_ge:I0180>
  <ipp_ge:I0180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10804000</ipp_ge:I0180>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1788000</ipp_ge:I0171>
  <ipp_ge:I0171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1788000</ipp_ge:I0171>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1788000</ipp_ge:I0161>
  <ipp_ge:I0161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1788000</ipp_ge:I0161>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8214000</ipp_ge:I0172>
  <ipp_ge:I0172 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8214000</ipp_ge:I0172>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">430000</ipp_ge:I0173>
  <ipp_ge:I0173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">368000</ipp_ge:I0173>
  <ipp_ge:I0174 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-103000</ipp_ge:I0174>
  <ipp_ge:I0174 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-128000</ipp_ge:I0174>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2184000</ipp_ge:I0175>
  <ipp_ge:I0175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">562000</ipp_ge:I0175>
  <ipp_ge:I0176 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-1000000</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">4000</ipp_ge:I0120>
  <ipp_ge:I0120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4000</ipp_ge:I0120>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I0116>
  <ipp_ge:I0116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I0116>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4000</ipp_ge:I0118>
  <ipp_ge:I0118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4000</ipp_ge:I0118>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">6292000</ipp_ge:I0130>
  <ipp_ge:I0130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7959000</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">47000</ipp_ge:I0123>
  <ipp_ge:I0133 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">47000</ipp_ge:I0133>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">5939000</ipp_ge:I0129>
  <ipp_ge:I0129 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7479000</ipp_ge:I0129>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">353000</ipp_ge:I0124>
  <ipp_ge:I0124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">433000</ipp_ge:I0124>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">353000</ipp_ge:I0126>
  <ipp_ge:I0126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">287000</ipp_ge:I0126>
  <ipp_ge:I0127 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">146000</ipp_ge:I0127>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">17809000</ipp_ge:I0200>
  <ipp_ge:I0200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18767000</ipp_ge:I0200>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2459000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1062000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">3152000</ipp_ge:I0205>
  <ipp_ge:I0205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1385000</ipp_ge:I0205>
  <ipp_ge:I0209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1000</ipp_ge:I0209>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-244000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-222000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-478000</ipp_ge:I0217>
  <ipp_ge:I0217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-459000</ipp_ge:I0217>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-64000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-376000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-289000</ipp_ge:I0210>
  <ipp_ge:I0210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-418000</ipp_ge:I0210>
  <ipp_ge:I0214 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">324000</ipp_ge:I0214>
  <ipp_ge:I0215 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">4000</ipp_ge:I0215>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2151000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">464000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2385000</ipp_ge:I0245>
  <ipp_ge:I0245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">837000</ipp_ge:I0245>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">4000</ipp_ge:I0250>
  <ipp_ge:I0250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">1000</ipp_ge:I0250>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-14000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-14000</ipp_ge:I0251>
  <ipp_ge:I0251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-13000</ipp_ge:I0251>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-28000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-76000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-22000</ipp_ge:I0255>
  <ipp_ge:I0255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-76000</ipp_ge:I0255>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-42000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-72000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-36000</ipp_ge:I0256>
  <ipp_ge:I0256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-88000</ipp_ge:I0256>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">2109000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">392000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2349000</ipp_ge:I0265>
  <ipp_ge:I0265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">749000</ipp_ge:I0265>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-165000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-187000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-165000</ipp_ge:I0270>
  <ipp_ge:I0270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-187000</ipp_ge:I0270>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1944000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">205000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2184000</ipp_ge:I0280>
  <ipp_ge:I0280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">562000</ipp_ge:I0280>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1944000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">205000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2184000</ipp_ge:I0300>
  <ipp_ge:I0300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">562000</ipp_ge:I0300>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">1.09</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0.11</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">1.22</ipp_ge:I0290>
  <ipp_ge:I0290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">0.31</ipp_ge:I0290>
  <ipp_ge:ComentariosCuentaPerdidasGananciasIndividual contextRef="Dcur">Durante el ejercicio 2023, la Sociedad ha registrado 3.152miles de euros como importe neto de la cifra de negocios que, de los cuales 1.352 miles de euros, corresponden a prestaciones de servicio a empresas del grupo fruto de su posición de empresa cabecera del Grupo DESA y concesión del uso de patentes y marcas y, 1.800 miles de euros corresponden a los dividendos recibidos a cuenta del ejercicio 2023 de su sociedad dependiente, Grupodesa Fasteners, S.A.U..</ipp_ge:ComentariosCuentaPerdidasGananciasIndividual>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2184000</ipp_ge:I0305>
  <ipp_ge:I0305 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">562000</ipp_ge:I0305>
  <ipp_ge:I0310 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0310>
  <ipp_ge:I0310 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0310>
  <ipp_ge:I0320 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0320>
  <ipp_ge:I0320 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0320>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0350>
  <ipp_ge:I0350 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0350>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0355 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I0355>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2184000</ipp_ge:I0400>
  <ipp_ge:I0400 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">562000</ipp_ge:I0400>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1788000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">8582000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">562000</ipp_ge:I3010>
  <ipp_ge:I3010 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">10804000</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">1788000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">8582000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3015>
  <ipp_ge:I3015 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">562000</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">10804000</ipp_ge:I3015>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">2184000</ipp_ge:I3020>
  <ipp_ge:I3020 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">2184000</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">-500000</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">25000</ipp_ge:I3025>
  <ipp_ge:I3025 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-1000000</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">-1475000</ipp_ge:I3025>
  <ipp_ge:I3026 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3026>
  <ipp_ge:I3027 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3027>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">-500000</ipp_ge:I3028>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-1000000</ipp_ge:I3028>
  <ipp_ge:I3028 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">-1500000</ipp_ge:I3028>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">25000</ipp_ge:I3029>
  <ipp_ge:I3029 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">25000</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">562000</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">-562000</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3035 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3035>
  <ipp_ge:I3036 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3036>
  <ipp_ge:I3037 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3037>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">562000</ipp_ge:I3038>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">-562000</ipp_ge:I3038>
  <ipp_ge:I3038 unitRef="euro" decimals="-3" contextRef="Icur_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3038>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_CapitalMiembro">1788000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_PrimaEmisionReservasMiembro">8644000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-103000</ipp_ge:I3040>
  <ipp_ge:I3040 unitRef="euro" decimals="-3" contextRef="Icur_Individual_ResultadoPeriodoMiembro">1184000</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">11513000</ipp_ge:I3040>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">1788000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">9982000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-45000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">100000</ipp_ge:I3050>
  <ipp_ge:I3050 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">11825000</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">1788000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">9982000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-45000</ipp_ge:I3055>
  <ipp_ge:I3055 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">100000</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">11825000</ipp_ge:I3055>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">562000</ipp_ge:I3060>
  <ipp_ge:I3060 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">562000</ipp_ge:I3060>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_CapitalMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-1500000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-83000</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AjustesPorCambiosValorMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_SubvencionesDonacionesLegadosRecibidosMiembro">0</ipp_ge:I3065>
  <ipp_ge:I3065 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-1583000</ipp_ge:I3065>
  <ipp_ge:I3066 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3066>
  <ipp_ge:I3067 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">0</ipp_ge:I3067>
  <ipp_ge:I3068 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">-1500000</ipp_ge:I3068>
  <ipp_ge:I3068 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-1500000</ipp_ge:I3068>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-83000</ipp_ge:I3069>
  <ipp_ge:I3069 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_TotalPatrimonioNetoMiembro">-83000</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">100000</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">-100000</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">100000</ipp_ge:I3078>
  <ipp_ge:I3078 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">-100000</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">1788000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_PrimaEmisionReservasMiembro">8582000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3080>
  <ipp_ge:I3080 unitRef="euro" decimals="-3" contextRef="Ipre_Individual_ResultadoPeriodoMiembro">562000</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">10804000</ipp_ge:I3080>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">3210000</ipp_ge:I0435>
  <ipp_ge:I0435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-192000</ipp_ge:I0435>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2349000</ipp_ge:I0405>
  <ipp_ge:I0405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">749000</ipp_ge:I0405>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1786000</ipp_ge:I0410>
  <ipp_ge:I0410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">102000</ipp_ge:I0410>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1786000</ipp_ge:I0412>
  <ipp_ge:I0412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">102000</ipp_ge:I0412>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1099000</ipp_ge:I0415>
  <ipp_ge:I0415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1105000</ipp_ge:I0415>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1548000</ipp_ge:I0420>
  <ipp_ge:I0420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">62000</ipp_ge:I0420>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-14000</ipp_ge:I0421>
  <ipp_ge:I0421 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-13000</ipp_ge:I0421>
  <ipp_ge:I0422 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1800000</ipp_ge:I0422>
  <ipp_ge:I0423 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1000</ipp_ge:I0423>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-238000</ipp_ge:I0430>
  <ipp_ge:I0430 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">74000</ipp_ge:I0430>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-138000</ipp_ge:I0460>
  <ipp_ge:I0460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-507000</ipp_ge:I0460>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-138000</ipp_ge:I0440>
  <ipp_ge:I0440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-514000</ipp_ge:I0440>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-138000</ipp_ge:I0441>
  <ipp_ge:I0441 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-514000</ipp_ge:I0441>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I0450>
  <ipp_ge:I0450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">7000</ipp_ge:I0450>
  <ipp_ge:I0452 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">7000</ipp_ge:I0452>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-3063000</ipp_ge:I0490>
  <ipp_ge:I0490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">706000</ipp_ge:I0490>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">24000</ipp_ge:I0470>
  <ipp_ge:I0470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-83000</ipp_ge:I0470>
  <ipp_ge:I0473 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-83000</ipp_ge:I0473>
  <ipp_ge:I0474 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">24000</ipp_ge:I0474>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1587000</ipp_ge:I0480>
  <ipp_ge:I0480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2289000</ipp_ge:I0480>
  <ipp_ge:I0481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">2321000</ipp_ge:I0481>
  <ipp_ge:I0482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1587000</ipp_ge:I0482>
  <ipp_ge:I0482 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-32000</ipp_ge:I0482>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1500000</ipp_ge:I0485>
  <ipp_ge:I0485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1500000</ipp_ge:I0485>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">9000</ipp_ge:I0495>
  <ipp_ge:I0495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">7000</ipp_ge:I0495>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">110000</ipp_ge:I0499>
  <ipp_ge:I0499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">103000</ipp_ge:I0499>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">119000</ipp_ge:I0500>
  <ipp_ge:I0500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">110000</ipp_ge:I0500>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">119000</ipp_ge:I0550>
  <ipp_ge:I0550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">110000</ipp_ge:I0550>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">119000</ipp_ge:I0600>
  <ipp_ge:I0600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">110000</ipp_ge:I0600>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">15497000</ipp_ge:I1040>
  <ipp_ge:I1040 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">17185000</ipp_ge:I1040>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">901000</ipp_ge:I1030>
  <ipp_ge:I1030 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">647000</ipp_ge:I1030>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">901000</ipp_ge:I1032>
  <ipp_ge:I1032 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">647000</ipp_ge:I1032>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">11755000</ipp_ge:I1033>
  <ipp_ge:I1033 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">13161000</ipp_ge:I1033>
  <ipp_ge:I1034 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2370000</ipp_ge:I1034>
  <ipp_ge:I1034 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2370000</ipp_ge:I1034>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">167000</ipp_ge:I1036>
  <ipp_ge:I1036 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">166000</ipp_ge:I1036>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">167000</ipp_ge:I1044>
  <ipp_ge:I1044 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">166000</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">304000</ipp_ge:I1037>
  <ipp_ge:I1037 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">841000</ipp_ge:I1037>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">25744000</ipp_ge:I1085>
  <ipp_ge:I1085 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">29381000</ipp_ge:I1085>
  <ipp_ge:I1050 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1200000</ipp_ge:I1050>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">13231000</ipp_ge:I1055>
  <ipp_ge:I1055 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">14383000</ipp_ge:I1055>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">10701000</ipp_ge:I1060>
  <ipp_ge:I1060 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">11436000</ipp_ge:I1060>
  <ipp_ge:I1061 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">10517000</ipp_ge:I1061>
  <ipp_ge:I1061 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">11165000</ipp_ge:I1061>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">128000</ipp_ge:I1062>
  <ipp_ge:I1062 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">251000</ipp_ge:I1062>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">56000</ipp_ge:I1063>
  <ipp_ge:I1063 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">20000</ipp_ge:I1063>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1000</ipp_ge:I1070>
  <ipp_ge:I1070 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2858000</ipp_ge:I1070>
  <ipp_ge:I1084 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1000</ipp_ge:I1084>
  <ipp_ge:I1084 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2858000</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">97000</ipp_ge:I1075>
  <ipp_ge:I1075 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">95000</ipp_ge:I1075>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">514000</ipp_ge:I1072>
  <ipp_ge:I1072 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">609000</ipp_ge:I1072>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">41241000</ipp_ge:I1100>
  <ipp_ge:I1100 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">46566000</ipp_ge:I1100>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">19301000</ipp_ge:I1195>
  <ipp_ge:I1195 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18791000</ipp_ge:I1195>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">19443000</ipp_ge:I1180>
  <ipp_ge:I1180 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18791000</ipp_ge:I1180>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1788000</ipp_ge:I1171>
  <ipp_ge:I1171 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1788000</ipp_ge:I1171>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1788000</ipp_ge:I1161>
  <ipp_ge:I1161 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1788000</ipp_ge:I1161>
  <ipp_ge:I1172 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8214000</ipp_ge:I1172>
  <ipp_ge:I1172 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">8214000</ipp_ge:I1172>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">8417000</ipp_ge:I1173>
  <ipp_ge:I1173 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">6135000</ipp_ge:I1173>
  <ipp_ge:I1174 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-103000</ipp_ge:I1174>
  <ipp_ge:I1174 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">-128000</ipp_ge:I1174>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">2127000</ipp_ge:I1175>
  <ipp_ge:I1175 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2782000</ipp_ge:I1175>
  <ipp_ge:I1176 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-1000000</ipp_ge:I1176>
  <ipp_ge:I1188 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-142000</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">-142000</ipp_ge:I1186>
  <ipp_ge:I1186 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1186>
  <ipp_ge:I1190 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">-142000</ipp_ge:I1190>
  <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">19301000</ipp_ge:I1189>
  <ipp_ge:I1189 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">18791000</ipp_ge:I1189>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">5386000</ipp_ge:I1120>
  <ipp_ge:I1120 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">7319000</ipp_ge:I1120>
  <ipp_ge:I1117 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">50000</ipp_ge:I1117>
  <ipp_ge:I1117 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">46000</ipp_ge:I1117>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">18000</ipp_ge:I1115>
  <ipp_ge:I1115 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">39000</ipp_ge:I1115>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">4090000</ipp_ge:I1116>
  <ipp_ge:I1116 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5981000</ipp_ge:I1116>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3861000</ipp_ge:I1131>
  <ipp_ge:I1131 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5555000</ipp_ge:I1131>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">229000</ipp_ge:I1132>
  <ipp_ge:I1132 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">426000</ipp_ge:I1132>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">1228000</ipp_ge:I1118>
  <ipp_ge:I1118 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">1253000</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">16554000</ipp_ge:I1130>
  <ipp_ge:I1130 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">20456000</ipp_ge:I1130>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7529000</ipp_ge:I1123>
  <ipp_ge:I1123 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10840000</ipp_ge:I1123>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">7359000</ipp_ge:I1133>
  <ipp_ge:I1133 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">10670000</ipp_ge:I1133>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">170000</ipp_ge:I1134>
  <ipp_ge:I1134 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">170000</ipp_ge:I1134>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">9022000</ipp_ge:I1124>
  <ipp_ge:I1124 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">9614000</ipp_ge:I1124>
  <ipp_ge:I1125 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">5534000</ipp_ge:I1125>
  <ipp_ge:I1125 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">5274000</ipp_ge:I1125>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3463000</ipp_ge:I1126>
  <ipp_ge:I1126 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">4164000</ipp_ge:I1126>
  <ipp_ge:I1127 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">25000</ipp_ge:I1127>
  <ipp_ge:I1127 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">176000</ipp_ge:I1127>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1145 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">0</ipp_ge:I1145>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">3000</ipp_ge:I1136>
  <ipp_ge:I1136 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">2000</ipp_ge:I1136>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Icur_PeriodoActualBalanceMiembro">41241000</ipp_ge:I1200>
  <ipp_ge:I1200 unitRef="euro" decimals="-3" contextRef="Ipre_PeriodoCierreAnteriorBalanceMiembro">46566000</ipp_ge:I1200>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">21862000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">22568000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">47662000</ipp_ge:I1205>
  <ipp_ge:I1205 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">50413000</ipp_ge:I1205>
  <ipp_ge:I1206 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-518000</ipp_ge:I1206>
  <ipp_ge:I1206 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-435000</ipp_ge:I1206>
  <ipp_ge:I1206 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-518000</ipp_ge:I1206>
  <ipp_ge:I1206 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-435000</ipp_ge:I1206>
  <ipp_ge:I1207 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">67000</ipp_ge:I1207>
  <ipp_ge:I1207 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">67000</ipp_ge:I1207>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-12784000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-13968000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-28362000</ipp_ge:I1208>
  <ipp_ge:I1208 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-31000000</ipp_ge:I1208>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">157000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">322000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">246000</ipp_ge:I1209>
  <ipp_ge:I1209 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">412000</ipp_ge:I1209>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-4021000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3669000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-8169000</ipp_ge:I1217>
  <ipp_ge:I1217 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-7814000</ipp_ge:I1217>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-2835000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-3072000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-6351000</ipp_ge:I1210>
  <ipp_ge:I1210 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-6511000</ipp_ge:I1210>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-509000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-540000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-1134000</ipp_ge:I1211>
  <ipp_ge:I1211 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-1197000</ipp_ge:I1211>
  <ipp_ge:I1212 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">27000</ipp_ge:I1212>
  <ipp_ge:I1212 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">25000</ipp_ge:I1212>
  <ipp_ge:I1212 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">27000</ipp_ge:I1212>
  <ipp_ge:I1212 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">25000</ipp_ge:I1212>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-78000</ipp_ge:I1214>
  <ipp_ge:I1214 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-78000</ipp_ge:I1214>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">39000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">6000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">39000</ipp_ge:I1215>
  <ipp_ge:I1215 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">11000</ipp_ge:I1215>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1340000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1304000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">3362000</ipp_ge:I1245>
  <ipp_ge:I1245 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">3971000</ipp_ge:I1245>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1250 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">0</ipp_ge:I1250>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-283000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-139000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-464000</ipp_ge:I1251>
  <ipp_ge:I1251 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-225000</ipp_ge:I1251>
  <ipp_ge:I1254 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-9000</ipp_ge:I1254>
  <ipp_ge:I1254 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-5000</ipp_ge:I1254>
  <ipp_ge:I1254 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-5000</ipp_ge:I1254>
  <ipp_ge:I1254 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-18000</ipp_ge:I1254>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-37000</ipp_ge:I1255>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">71000</ipp_ge:I1255>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">22000</ipp_ge:I1255>
  <ipp_ge:I1255 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-71000</ipp_ge:I1255>
  <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">-329000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-73000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-447000</ipp_ge:I1256>
  <ipp_ge:I1256 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-314000</ipp_ge:I1256>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">1011000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">1231000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2915000</ipp_ge:I1265>
  <ipp_ge:I1265 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">3657000</ipp_ge:I1265>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">-788000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">-875000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">-788000</ipp_ge:I1270>
  <ipp_ge:I1270 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">-875000</ipp_ge:I1270>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">223000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2127000</ipp_ge:I1280>
  <ipp_ge:I1280 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2782000</ipp_ge:I1280>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">223000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2127000</ipp_ge:I1288>
  <ipp_ge:I1288 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2782000</ipp_ge:I1288>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoCorrienteActualMiembro">223000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dcur_AcumuladoActualMiembro">2127000</ipp_ge:I1300>
  <ipp_ge:I1300 unitRef="euro" decimals="-3" contextRef="Dpre_AcumuladoAnteriorMiembro">2782000</ipp_ge:I1300>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_PeriodoCorrienteActualMiembro">0.06</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_PeriodoCorrienteAnteriorMiembro">0.20</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dcur_AcumuladoActualMiembro">1.12</ipp_ge:I1290>
  <ipp_ge:I1290 unitRef="euro" decimals="2" contextRef="Dpre_AcumuladoAnteriorMiembro">1.56</ipp_ge:I1290>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">223000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">2127000</ipp_ge:I1305>
  <ipp_ge:I1305 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">2782000</ipp_ge:I1305>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-142000</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-142000</ipp_ge:I1310>
  <ipp_ge:I1310 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1310>
  <ipp_ge:I1343 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">-142000</ipp_ge:I1343>
  <ipp_ge:I1343 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">-142000</ipp_ge:I1343>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1350 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1350>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1360 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1360>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1365 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1365>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1370 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1370>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1381 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1381>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1375 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">0</ipp_ge:I1375>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">81000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">1985000</ipp_ge:I1400>
  <ipp_ge:I1400 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">2782000</ipp_ge:I1400>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoCorrienteActualMiembro">81000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoCorrienteAnteriorMiembro">356000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dcur_ORICPeriodoActualMiembro">1985000</ipp_ge:I1398>
  <ipp_ge:I1398 unitRef="euro" decimals="-3" contextRef="Dpre_ORICPeriodoAnteriorMiembro">2782000</ipp_ge:I1398>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1788000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">14349000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">2782000</ipp_ge:I3110>
  <ipp_ge:I3110 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">18791000</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">1788000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">14349000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">2782000</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3115>
  <ipp_ge:I3115 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">18791000</ipp_ge:I3115>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">2127000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">-142000</ipp_ge:I3120>
  <ipp_ge:I3120 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">1985000</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">-500000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">25000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-1000000</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3125>
  <ipp_ge:I3125 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-1475000</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">-500000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-1000000</ipp_ge:I3128>
  <ipp_ge:I3128 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">-1500000</ipp_ge:I3128>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">25000</ipp_ge:I3129>
  <ipp_ge:I3129 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">25000</ipp_ge:I3129>
  <ipp_ge:I3130 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3130>
  <ipp_ge:I3132 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3132>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">2782000</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">-2782000</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3135 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3135>
  <ipp_ge:I3136 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3136>
  <ipp_ge:I3137 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3137>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">2782000</ipp_ge:I3138>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-2782000</ipp_ge:I3138>
  <ipp_ge:I3138 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3138>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_CapitalMiembro">1788000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_PrimaEmisionReservasMiembro">16631000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-103000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">1127000</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">-142000</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3140>
  <ipp_ge:I3140 unitRef="euro" decimals="-3" contextRef="Icur_Consolidado_TotalPatrimonioNetoMiembro">19301000</ipp_ge:I3140>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1788000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">10141000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-45000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">3765000</ipp_ge:I3150>
  <ipp_ge:I3150 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">15649000</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">1788000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">10141000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-45000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">3765000</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3155>
  <ipp_ge:I3155 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">15649000</ipp_ge:I3155>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">2782000</ipp_ge:I3160>
  <ipp_ge:I3160 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">2782000</ipp_ge:I3160>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-1500000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-83000</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3165>
  <ipp_ge:I3165 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-1583000</ipp_ge:I3165>
  <ipp_ge:I3166 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3166>
  <ipp_ge:I3167 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3167>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">-1500000</ipp_ge:I3168>
  <ipp_ge:I3168 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-1500000</ipp_ge:I3168>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-83000</ipp_ge:I3169>
  <ipp_ge:I3169 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">-83000</ipp_ge:I3169>
  <ipp_ge:I3170 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3170>
  <ipp_ge:I3172 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3172>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">5708000</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">-3765000</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3175>
  <ipp_ge:I3175 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">1943000</ipp_ge:I3175>
  <ipp_ge:I3176 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3176>
  <ipp_ge:I3177 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">0</ipp_ge:I3177>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">5708000</ipp_ge:I3178>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">-3765000</ipp_ge:I3178>
  <ipp_ge:I3178 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">1943000</ipp_ge:I3178>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_CapitalMiembro">1788000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_PrimaEmisionReservasMiembro">14349000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AccionesParticipacionesPatrimonioPropiasMiembro">-128000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ResultadoPeriodoAtribuidoEntidadControladoraMiembro">2782000</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_OtrosInstrumentosPatrimonioNetoMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_AjustesPorCambiosValorMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_ParticipacionesNoControladorasMiembro">0</ipp_ge:I3180>
  <ipp_ge:I3180 unitRef="euro" decimals="-3" contextRef="Ipre_Consolidado_TotalPatrimonioNetoMiembro">18791000</ipp_ge:I3180>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">4981000</ipp_ge:I1435>
  <ipp_ge:I1435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1096000</ipp_ge:I1435>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2915000</ipp_ge:I1405>
  <ipp_ge:I1405 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">3657000</ipp_ge:I1405>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1303000</ipp_ge:I1410>
  <ipp_ge:I1410 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1480000</ipp_ge:I1410>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">935000</ipp_ge:I1411>
  <ipp_ge:I1411 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1167000</ipp_ge:I1411>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">368000</ipp_ge:I1412>
  <ipp_ge:I1412 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">313000</ipp_ge:I1412>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1456000</ipp_ge:I1415>
  <ipp_ge:I1415 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-3446000</ipp_ge:I1415>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-693000</ipp_ge:I1420>
  <ipp_ge:I1420 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-595000</ipp_ge:I1420>
  <ipp_ge:I1421 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-464000</ipp_ge:I1421>
  <ipp_ge:I1421 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-244000</ipp_ge:I1421>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-253000</ipp_ge:I1424>
  <ipp_ge:I1424 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-416000</ipp_ge:I1424>
  <ipp_ge:I1425 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">24000</ipp_ge:I1425>
  <ipp_ge:I1425 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">65000</ipp_ge:I1425>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">1655000</ipp_ge:I1460>
  <ipp_ge:I1460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-720000</ipp_ge:I1460>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1202000</ipp_ge:I1440>
  <ipp_ge:I1440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1013000</ipp_ge:I1440>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1202000</ipp_ge:I1442>
  <ipp_ge:I1442 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-893000</ipp_ge:I1442>
  <ipp_ge:I1443 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-120000</ipp_ge:I1443>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2857000</ipp_ge:I1450>
  <ipp_ge:I1450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">293000</ipp_ge:I1450>
  <ipp_ge:I1452 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">293000</ipp_ge:I1452>
  <ipp_ge:I1453 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">2857000</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">-6731000</ipp_ge:I1490>
  <ipp_ge:I1490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1432000</ipp_ge:I1490>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">60000</ipp_ge:I1470>
  <ipp_ge:I1470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-83000</ipp_ge:I1470>
  <ipp_ge:I1473 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">60000</ipp_ge:I1473>
  <ipp_ge:I1473 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-83000</ipp_ge:I1473>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-5291000</ipp_ge:I1480>
  <ipp_ge:I1480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">169000</ipp_ge:I1480>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">6518000</ipp_ge:I1481>
  <ipp_ge:I1481 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">10893000</ipp_ge:I1481>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-11809000</ipp_ge:I1482>
  <ipp_ge:I1482 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-10724000</ipp_ge:I1482>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-1500000</ipp_ge:I1485>
  <ipp_ge:I1485 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1500000</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">-18000</ipp_ge:I1486>
  <ipp_ge:I1488 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-18000</ipp_ge:I1488>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">-95000</ipp_ge:I1495>
  <ipp_ge:I1495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">-1056000</ipp_ge:I1495>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">609000</ipp_ge:I1499>
  <ipp_ge:I1499 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">1665000</ipp_ge:I1499>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">514000</ipp_ge:I1500>
  <ipp_ge:I1500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">609000</ipp_ge:I1500>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">514000</ipp_ge:I1550>
  <ipp_ge:I1550 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">609000</ipp_ge:I1550>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">514000</ipp_ge:I1600>
  <ipp_ge:I1600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">609000</ipp_ge:I1600>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8435 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8435>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8460 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8460>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8440 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8440>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8450 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8450>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8455 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8455>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8490 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8490>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8470 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8470>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8480 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8480>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8486 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8486>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8495 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8495>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8500 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8500>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dcur_PeriodoActualMiembro">0</ipp_ge:I8600>
  <ipp_ge:I8600 unitRef="euro" decimals="-3" contextRef="Dpre_PeriodoAnteriorMiembro">0</ipp_ge:I8600>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.28</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">1500000</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.28</ipp_ge:I2158>
  <ipp_ge:I2158 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">1500000</ipp_ge:I2158>
  <ipp_ge:I2160 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.28</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">1500000</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.28</ipp_ge:I2160>
  <ipp_ge:I2160 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">1500000</ipp_ge:I2160>
  <ipp_ge:I2155 unitRef="euro" decimals="2" contextRef="Dcur_ImportePorAccionMiembro_PeriodoActualMiembro">0.28</ipp_ge:I2155>
  <ipp_ge:I2155 unitRef="euro" decimals="-3" contextRef="Dcur_ImporteTotalMiembro_PeriodoActualMiembro">1500000</ipp_ge:I2155>
  <ipp_ge:I2156 unitRef="euro" decimals="2" contextRef="Dpre_ImportePorAccionMiembro_PeriodoAnteriorMiembro">0.28</ipp_ge:I2156>
  <ipp_ge:I2156 unitRef="euro" decimals="-3" contextRef="Dpre_ImporteTotalMiembro_PeriodoAnteriorMiembro">1500000</ipp_ge:I2156>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">3152000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">1385000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">32694000</ipp_ge:I2210>
  <ipp_ge:I2210 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">35422000</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">14968000</ipp_ge:I2215>
  <ipp_ge:I2215 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">14991000</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">13936000</ipp_ge:I2216>
  <ipp_ge:I2216 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">13746000</ipp_ge:I2216>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">11732000</ipp_ge:I2217>
  <ipp_ge:I2217 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">11423000</ipp_ge:I2217>
  <ipp_ge:I2218 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">2204000</ipp_ge:I2218>
  <ipp_ge:I2218 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">2323000</ipp_ge:I2218>
  <ipp_ge:I2219 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">1032000</ipp_ge:I2219>
  <ipp_ge:I2219 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">1245000</ipp_ge:I2219>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaIndividualMiembro_PeriodoActualMiembro">3152000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaIndividualMiembro_PeriodoAnteriorMiembro">1385000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Icur_AreaGeograficaConsolidadoMiembro_PeriodoActualMiembro">47662000</ipp_ge:I2220>
  <ipp_ge:I2220 unitRef="euro" decimals="-3" contextRef="Ipre_AreaGeograficaConsolidadoMiembro_PeriodoAnteriorMiembro">50413000</ipp_ge:I2220>
  <ipp_ge:I2221 contextRef="Icur_SegmentoslMiembro">Fijaciones y grapado</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">47662000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">50413000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Icur_ResultadoPeriodoActualMiembro">2127000</ipp_ge:I2221>
  <ipp_ge:I2221 contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">2782000</ipp_ge:I2221>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_IngresosActividadesOrdinariasPeriodoActualMiembro">47662000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_IngresosActividadesOrdinariasPeriodoAnteriorMiembro">50413000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Icur_ResultadoPeriodoActualMiembro">2127000</ipp_ge:I2235>
  <ipp_ge:I2235 unitRef="euro" decimals="-3" contextRef="Ipre_ResultadoPeriodoAnteriorMiembro">2782000</ipp_ge:I2235>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">2</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">2</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">159</ipp_ge:I2295>
  <ipp_ge:I2295 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">159</ipp_ge:I2295>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_IndividualMiembro_PeriodoActualMiembro">2</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_IndividualMiembro_PeriodoAnteriorMiembro">2</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">119</ipp_ge:I2296>
  <ipp_ge:I2296 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">118</ipp_ge:I2296>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Icur_ConsolidadoMiembro_PeriodoActualMiembro">40</ipp_ge:I2297>
  <ipp_ge:I2297 unitRef="euro" decimals="0" contextRef="Ipre_ConsolidadoMiembro_PeriodoAnteriorMiembro">41</ipp_ge:I2297>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">9000</ipp_ge:I2310>
  <ipp_ge:I2310 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">33000</ipp_ge:I2310>
  <ipp_ge:I2311 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">249000</ipp_ge:I2311>
  <ipp_ge:I2311 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">236000</ipp_ge:I2311>
  <ipp_ge:I2316 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">3000</ipp_ge:I2316>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">261000</ipp_ge:I2320>
  <ipp_ge:I2320 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">269000</ipp_ge:I2320>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dcur_Importe_PeriodoActualMiembro">384000</ipp_ge:I2325>
  <ipp_ge:I2325 unitRef="euro" decimals="-3" contextRef="Dpre_Importe_PeriodoAnteriorMiembro">366000</ipp_ge:I2325>
  <ipp_ge:ComentariosRemuneracionesDevengadasConsejerosDirectivos contextRef="Dcur">En el ejercicio 2023 el consejero independiente Agustín Checa ha recibido una remuneración por importe de 3 miles de euros correspondiente a los servicios prestados en el proyecto de segregación aprobado en la Junta General de accionistas el 27 de junio de 2022, siendo una cantidad única, extraordinaria y no consolidable.</ipp_ge:ComentariosRemuneracionesDevengadasConsejerosDirectivos>
  <ipp_ge:I2340 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2340>
  <ipp_ge:I2343 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2343>
  <ipp_ge:I2344 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2344>
  <ipp_ge:I2345 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2345>
  <ipp_ge:I2348 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">41000</ipp_ge:I2348>
  <ipp_ge:I2348 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">41000</ipp_ge:I2348>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">41000</ipp_ge:I2350>
  <ipp_ge:I2350 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">41000</ipp_ge:I2350>
  <ipp_ge:I2351 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2351>
  <ipp_ge:I2354 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2354>
  <ipp_ge:I2356 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2356>
  <ipp_ge:I2357 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2357>
  <ipp_ge:I2359 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2359>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2360 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2360>
  <ipp_ge:I2372 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2372>
  <ipp_ge:I2375 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2375>
  <ipp_ge:I2381 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2381>
  <ipp_ge:I2382 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2382>
  <ipp_ge:I2383 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2383>
  <ipp_ge:I2386 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2386>
  <ipp_ge:I2385 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2385>
  <ipp_ge:I2341 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2341>
  <ipp_ge:I2342 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2342>
  <ipp_ge:I2346 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2346>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2347 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2347>
  <ipp_ge:I2352 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2352>
  <ipp_ge:I2353 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2353>
  <ipp_ge:I2355 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2355>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AccionistasSignificativosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_AdministradoresDirectivosMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_OtrasPartesVinculadasMiembro">0</ipp_ge:I2358>
  <ipp_ge:I2358 unitRef="euro" decimals="-3" contextRef="Dcur_TotalMiembro">0</ipp_ge:I2358>
  <ipp_ge: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_OtrasPartesVinculadasMiembro">80000</ipp_ge:I6344>
  <ipp_ge:I6344 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">80000</ipp_ge:I6344>
  <ipp_ge:I6345 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6345>
  <ipp_ge:I6348 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6348>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">80000</ipp_ge:I6350>
  <ipp_ge:I6350 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">80000</ipp_ge:I6350>
  <ipp_ge:I6351 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6351>
  <ipp_ge:I6354 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6354>
  <ipp_ge:I6356 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6356>
  <ipp_ge:I6357 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6357>
  <ipp_ge:I6359 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6359>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6360 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6360>
  <ipp_ge:I6372 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6372>
  <ipp_ge:I6375 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6375>
  <ipp_ge:I6381 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6381>
  <ipp_ge:I6382 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6382>
  <ipp_ge:I6383 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6383>
  <ipp_ge:I6386 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6386>
  <ipp_ge:I6385 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6385>
  <ipp_ge:I6341 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6341>
  <ipp_ge:I6342 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6342>
  <ipp_ge:I6346 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6346>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6347 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6347>
  <ipp_ge:I6352 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6352>
  <ipp_ge:I6353 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6353>
  <ipp_ge:I6355 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6355>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AccionistasSignificativosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_AdministradoresDirectivosMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_PersonasSociedadesEntidadesGrupoMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_OtrasPartesVinculadasMiembro">0</ipp_ge:I6358>
  <ipp_ge:I6358 unitRef="euro" decimals="-3" contextRef="Dpre_TotalMiembro">0</ipp_ge:I6358>
  <ipp_ge:InformacionFinancieraSemestralNombre contextRef="Icur">Fichero_CNMV_2S_2023.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>
  <ipp_ge:I8001 contextRef="Icur">Auditoría</ipp_ge:I8001>
  <ipp_ge:I8002 contextRef="Icur">Sin Salvedades</ipp_ge:I8002>
  <ipp_ge:I8003 contextRef="Icur">No</ipp_ge:I8003>
</xbrli:xbrl>