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      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28000032">BANCO ESPAÑOL DE CREDITO, S.A.</xbrli:identifier>
      <xbrli:segment>
        <ipp:version>6.0.1</ipp:version>
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      <xbrli:endDate>2012-09-30</xbrli:endDate>
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      <ipp:Apartado>Individual</ipp:Apartado>
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  <xbrli:context id="T32012_A-28000032_ici">
    <xbrli:entity>
      <xbrli:identifier scheme="http://www.cnmv.es/xbrl/ipp/A-28000032">BANCO ESPAÑOL DE CREDITO, S.A.</xbrli:identifier>
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        <ipp:version>6.0.1</ipp:version>
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    <xbrli:scenario>
      <ipp:Apartado>Individual</ipp:Apartado>
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  <ipp-com:DeclaracionTrimestralIntermedia>
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      <ipp-com:CierreEjercicioInforme contextRef="T32012_A-28000032_ici">2012-09-30</ipp-com:CierreEjercicioInforme>
      <ipp-com:AnoInforme contextRef="T32012_A-28000032_ici">2012</ipp-com:AnoInforme>
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    <ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
      <ipp-com:InformacionComplementariaValor contextRef="T32012_A-28000032_ici">Declaración Intermedia del 3 trimestre de 2012 que sustituye a la enviada el 13 de Noviembre de 2012. Las cifras incluidas en el envío anterior correspondían a la estructura de información sectorial utilizada en la presentación pública de resultados a analistas e inversores, y las contenidas en este envío están elaboradas aplicando las Normas Internacionales de Información Financiera adoptadas por la Unión Europea (NIIF-UE), cuyo desarrollo y adaptación al sector de entidades de crédito en España, fue realizado mediante la Circular 4/2004, emitida por el Banco de España, modificada por las Circulares 6/2008 y 3/2010.
</ipp-com:InformacionComplementariaValor>
    </ipp-com:InformacionComplementariaInformacionReguladaPreviamentePublicada>
    <ipp-com:DeclaracionIntermedia>
      <ipp-com:DeclaracionIntermediaFicheroAdjunto>
        <ipp-com:NombreFicheroAdjunto contextRef="T32012_A-28000032_dci">Declaracion intermedia 3 Trimestre 2012.doc</ipp-com:NombreFicheroAdjunto>
        <ipp-com:TipoMimeFicheroAdjunto contextRef="T32012_A-28000032_dci">doc</ipp-com:TipoMimeFicheroAdjunto>
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