<?xml version="1.0" encoding="UTF-8"?><!--Generado por RD Sistemas, S.A. [J1040F]--><xbrli:xbrl xmlns:dgi-est-gen="http://www.xbrl.org.es/es/2008/dgi/gp/est-gen/2008-01-30" xmlns:dgi-lc-es="http://www.xbrl.org.es/es/2008/dgi/gp/lc-es/2008-01-30" xmlns:dgi-lc-int="http://www.xbrl.org.es/es/2008/dgi/gp/lc-int/2008-01-30" xmlns:dgi-types="http://www.xbrl.org.es/es/2008/dgi/gp/types/2008-01-30" xmlns:ff="http://www.xbrl.org/2005/role/restatedLabel" xmlns:iic-com="http://www.cnmv.es/iic/com/1-2009/2009-03-31" xmlns:iic-com-fon="http://www.cnmv.es/iic/mep/1-2009/2009-03-31" xmlns:iic-fim="http://www.cnmv.es/iic/fim/1-2009/2009-03-31" xmlns:iic-ges="http://www.cnmv.es/iic/ges/1-2009/2009-03-31" xmlns:iso4217="http://www.xbrl.org/2003/iso4217" xmlns:link="http://www.xbrl.org/2003/linkbase" xmlns:ref="http://www.xbrl.org/2004/ref" xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance">
<link:schemaRef xlink:href="iic-fim-2009-03-31.xsd" xlink:type="simple"/>
<xbrli:context id="FIM_S12019_V-82111592_da">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-07-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_daa">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_daq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-04-01</xbrli:startDate>
<xbrli:endDate>2019-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-03-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpq2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-10-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpq3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-07-01</xbrli:startDate>
<xbrli:endDate>2018-09-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2017-01-01</xbrli:startDate>
<xbrli:endDate>2017-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2016-01-01</xbrli:startDate>
<xbrli:endDate>2016-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dpy5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2014-01-01</xbrli:startDate>
<xbrli:endDate>2014-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dly3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2016-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_dly5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2014-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_ia">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2019-06-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_ipy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2018-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_ipy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2017-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12019_V-82111592_ipy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-82111592">RENTA 4 DELTA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2016-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:unit id="euro">
<xbrli:measure>iso4217:EUR</xbrli:measure>
</xbrli:unit>
<xbrli:unit id="pure">
<xbrli:measure>xbrli:pure</xbrli:measure>
</xbrli:unit>
<iic-fim:InformeFIM>
<iic-fim:InformacionGeneralFIM>
<iic-com-fon:DenominacionFondo contextRef="FIM_S12019_V-82111592_ia">RENTA 4 DELTA FI</iic-com-fon:DenominacionFondo>
<iic-com:DescripcionGeneral>
<iic-com:RegistroCNMV contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="pure">1630</iic-com:RegistroCNMV>
<iic-com:XCode_TipoInforme_02 contextRef="FIM_S12019_V-82111592_ia">02</iic-com:XCode_TipoInforme_02>
<iic-com:XCode_PeriodoInforme_02 contextRef="FIM_S12019_V-82111592_ia">02</iic-com:XCode_PeriodoInforme_02>
<iic-com:AnoInforme contextRef="FIM_S12019_V-82111592_ia">2019</iic-com:AnoInforme>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
</iic-com:DescripcionGeneral>
<iic-com:RatingDepositario contextRef="FIM_S12019_V-82111592_ia">ND</iic-com:RatingDepositario>
<iic-com-fon:FondoCompartimentos contextRef="FIM_S12019_V-82111592_ia">false</iic-com-fon:FondoCompartimentos>
</iic-fim:InformacionGeneralFIM>
<iic-com:ConsultaCarteraInversiones>
<iic-com:DireccionInforme contextRef="FIM_S12019_V-82111592_ia">de la Habana, 74, 2º, IZQ 28036 - Madrid</iic-com:DireccionInforme>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S12019_V-82111592_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S12019_V-82111592_da">gestora@renta4.es</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
<iic-com:DirWebInforme contextRef="FIM_S12019_V-82111592_ia">www.renta4.es</iic-com:DirWebInforme>
</iic-com:ConsultaCarteraInversiones>
<iic-com:ConsultaGestora>
<dgi-est-gen:Address>
<dgi-est-gen:AddressFormat>
<dgi-lc-int:Xcode_UN3477.05 contextRef="FIM_S12019_V-82111592_da">05</dgi-lc-int:Xcode_UN3477.05>
</dgi-est-gen:AddressFormat>
<dgi-est-gen:AddressLine contextRef="FIM_S12019_V-82111592_da">DE LA HABANA, 74, 2º, DCH&#13;28036 - Madrid&#13; 913848500</dgi-est-gen:AddressLine>
</dgi-est-gen:Address>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S12019_V-82111592_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S12019_V-82111592_da">gestora@renta4.es</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
</iic-com:ConsultaGestora>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com-fon:FechaRegistroFondo contextRef="FIM_S12019_V-82111592_ia">1998-10-22</iic-com-fon:FechaRegistroFondo>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S12019_V-82111592_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_15 contextRef="FIM_S12019_V-82111592_ia">15</iic-com:XCode_VocacionInversora_15>
<iic-com:PerfilRiesgo contextRef="FIM_S12019_V-82111592_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12019_V-82111592_ia">Los porcentajes de exposición en Renta Fija y Renta Variable podrán variar a lo largo del tiempo, entre el 0 y el 100%, en función de la evolución de los mercados. En relación a la exposición a Renta Variable, no existe objetivo predeterminado ni limitaciones por capitalización bursátil, ni por sector económico, ni por países, incluido emergentes.
La exposición a Renta Fija (incluyendo instrumentos del mercado monetario cotizados o no, líquidos y depósitos), se centrará en emisores públicos o privados a corto y medio plazo, pertenecientes a la OCDE y se seleccionarán los más adecuados por su rentabilidad-riesgo de crédito.La exposición a riesgo divisa será como máximo del 30% de la exposición total.
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12019_V-82111592_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación.
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12019_V-82111592_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.03</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">0.13</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.40</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.25</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.40</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">0.25</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S12019_V-82111592_ia">CLASE I</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">107055.82</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">108577.57</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="pure">5</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="pure">6</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-82111592_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-82111592_ia">10 euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1043348</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1022105</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ipy2" decimals="0" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ia" decimals="4" unitRef="euro">9.7458</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ipy" decimals="4" unitRef="euro">9.4136</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ipy2" decimals="4" unitRef="euro">10.1581</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.30</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.30</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.30</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.30</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12019_V-82111592_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">3.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">-0.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">4.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">-7.33</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">-7.33</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">-0.34</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">-0.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-82111592_daq">2019-05-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-82111592_dpy">2019-01-28</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.23</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">1.14</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-82111592_daq">2019-05-16</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-82111592_dpy">2019-02-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-82111592_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">2.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">2.08</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">3.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">7.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.00</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">7.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">0.21</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">0.29</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.20</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">0.24</iic-com-fon:VolatilidadLetrasTesoro>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">0.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">0.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-82111592_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">279456112C300720199069625.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">279456113C300720199198485.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12019_V-82111592_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S12019_V-82111592_ia">CLASE R</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">210663.61</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">266774.71</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="pure">193</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="pure">228</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12019_V-82111592_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12019_V-82111592_ia">10 euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">2047119</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">2508969</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ipy2" decimals="0" unitRef="euro">4488795</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12019_V-82111592_ipy3" decimals="0" unitRef="euro">5765470</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ia" decimals="4" unitRef="euro">9.7175</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ipy" decimals="4" unitRef="euro">9.4048</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ipy2" decimals="4" unitRef="euro">10.2061</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12019_V-82111592_ipy3" decimals="4" unitRef="euro">9.9128</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12019_V-82111592_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">3.32</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">-0.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">3.95</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">-7.42</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">-0.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">-7.85</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">2.96</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">3.22</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">-0.34</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">-0.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12019_V-82111592_dly3" decimals="2" unitRef="pure">-1.48</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-82111592_daq">2019-05-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-82111592_dpy">2019-01-28</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12019_V-82111592_dly3">2017-04-18</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.23</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">1.14</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12019_V-82111592_dly3" decimals="2" unitRef="pure">1.74</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-82111592_daq">2019-05-16</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-82111592_dpy">2019-02-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12019_V-82111592_dly3">2018-12-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12019_V-82111592_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">2.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">2.08</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">3.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">7.31</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">2.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">4.44</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">3.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">4.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">11.76</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">25.83</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">0.21</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">0.29</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.20</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">0.24</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">0.37</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">2.74</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">2.74</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">2.75</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">2.75</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">1.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">2.75</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">1.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">2.44</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.63</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_daq" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq" decimals="2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq2" decimals="2" unitRef="pure">0.28</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpq3" decimals="2" unitRef="pure">0.82</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy" decimals="2" unitRef="pure">1.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy2" decimals="2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy3" decimals="2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12019_V-82111592_dpy5" decimals="2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12019_V-82111592_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">279458112C300720199082094.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">279458113C300720199210860.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12019_V-82111592_da">true</iic-com:ModificadaPoliticaInversion>
<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_S12019_V-82111592_da">N/D</iic-com:ModificacionPoliticaInversionTexto>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">3014745</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">2989896</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1055352</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1268295</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1944510</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1694249</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">14883</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">27352</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">42976</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">530572</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">32746</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">10606</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">3090467</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">3531074</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">3531074</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12019_V-82111592_dpp" decimals="0" unitRef="euro">0</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12019_V-82111592_daa" decimals="0" unitRef="euro">3531074</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-17.45</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-15.60</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-17.45</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-12.66</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">3.69</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-7.76</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">3.69</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-137.11</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">4.34</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-6.47</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">4.34</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-152.42</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">1.33</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">5.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">1.33</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-79.18</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.49</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.77</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.49</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-50.66</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">3.16</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-8.90</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">3.16</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-127.76</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.97</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-2.78</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.97</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-127.34</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.06</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.06</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-1.44</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.11</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-1.44</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">921.95</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.11</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.45</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.11</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-80.65</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.67</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-1.32</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.67</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-59.93</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.46</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-1.00</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.46</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-64.28</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.05</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.10</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.05</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-60.19</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.10</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-47.06</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-83.25</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.08</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">-0.08</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">68.66</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-32.47</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12019_V-82111592_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12019_V-82111592_daa" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-32.47</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">3090467</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12019_V-82111592_dpp" decimals="0" unitRef="euro">3531074</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12019_V-82111592_daa" decimals="0" unitRef="euro">3090467</iic-com:VariacionPatrimonialFinPeriodoActual>
</iic-fim:VariacionPatrimonialFIM>
</iic-fim:DatosEconomicosFIM>
<iic-fim:InversionesFinancierasFIM>
<iic-com:InversionesFinancierasValorEstimado>
<iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1814065345</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">Gestamp Automoción SA 3.25% vto. 30/04/2026</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">90492</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0213056007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BANCO MARE NOSTRUM 9 VTO 11/16/2026</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">246768</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">6.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0211839206</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">AUTOP.DEL ATLANTICO CESA 4.75 01/04/2020</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">102568</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0244251007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">IBERCAJA CAZAR 5% VTO 28-07-2020 CALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">96949</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">536777</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">15.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES05051131P9</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACTIVOS|1082Z SM|64,52|2020-05-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">99014</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1989276271</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">PAGARE|ANA SM|0,69|2020-04-24</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">99365</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0505113987</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">PAGARE CORTE INGLES 0.65 vto. 14/05/2019</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">99391</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0305031009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|3641007Z SM|7,00|2019-07-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">97199</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0213056007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|BKIA SM|9,00|2021-11-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">250444</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">8.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0211839206</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|3687221Z SM|4,75|2020-04-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">102741</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0244251007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|IBERCAJA|5,00|2020-07-28</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">102290</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">653854</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">21.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">196590</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">5.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">653854</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">21.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">733367</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">20.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">653854</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">21.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">733367</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">20.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES06735169D7</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">DERECHOS REPSOL 12-18</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1595</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0173358039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|R4 SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">2342</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">2572</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0157261019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">LABOR.FARMACEUTICOS ROVI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">21062</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0105287009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|AEDAS SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">24767</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0113307062</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|BKIA SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">29300</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">36096</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0105223004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">GESTAMP AUTOMOCION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">29780</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0184262212</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">VISCOFAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">50526</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|TEF SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">71380</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">72546</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0173516115</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|REP SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">56519</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">56137</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0148396007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">INDITEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">44700</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0130960018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|ENG SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">70410</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">47220</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0118900010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|FER SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">67530</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">55279</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0115056139</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|BME SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">43040</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">48640</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0113900J37</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|SAN SM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">24483</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0168561019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">EUROPAC MADRID</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">44937</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">ES0113900J37</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BANCO SANTANDER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">23838</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">389771</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">12.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">534928</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">15.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">389771</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">12.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">534928</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">15.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1043625</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">33.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1268295</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">35.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">IT0005341109</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BUONI ORDINARI DEL TES VTO. 14/08/2019</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">199381</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">5.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">199381</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">5.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">PTTAPBOM0007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|TAP PL|4,38|2023-06-23</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">150586</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">4.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">US64110LAT35</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|NFLX US|5,88|2028-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-82111592_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">193939</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">6.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">USU74079AJ03</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">NETFLIX INC  5.875% VTO. 15/11/2028</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-82111592_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">168910</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">4.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1814065345</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|GEST SM|3,25|2021-04-30</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">97959</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1698932925</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|ETE GA|2,75|2020-10-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">103647</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1689234570</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BANCO SANTANDER FLOAT 03/28/23</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">97013</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">DE000A11QR65</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BAYNGR 3% 01/07/75</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">99813</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1497527736</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|NHH SM|3,75|2023-10-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">94159</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">93260</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1405778041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|3535099Z BU|4,88|2021-08-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">108551</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1266592457</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|0618561D LX|4,50|2023-08-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">317380</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">10.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">315308</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">8.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1207058733</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">REPSOL INTL FIN 4.5 25/03/75</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">98030</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1066221</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">34.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">872334</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">24.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1815320251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ECP ACCIONA FILIALES 26/04/2019</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">99236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1713465687</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|OCI NA|5,00|2020-04-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">107745</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS0972588643</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|1044Z NA|7,63|2021-09-18</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">117649</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1689234570</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|SAN SM|0,41|2023-03-28</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">99939</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">DE000A11QR65</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|BAYN GR|3,00|2020-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">101494</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1409497283</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|0773082D LX|3,50|2019-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">108215</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1207058733</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">BONO|3404Z US|4,50|2025-03-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">108508</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">XS1088135634</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">DIA 1.5% VTO 22-07-2019</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">132884</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">3.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">USF2893TAJ54</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ELECTRICITE DE FRANCE 2.150</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12019_V-82111592_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">87398</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">643550</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">20.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">319518</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">9.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1709771</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">55.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1391233</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">39.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1709771</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">55.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1391233</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">39.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">NL0000009082</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|KPN NA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">35100</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">FR0000131906</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|RNO FP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">27645</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">27275</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">LU0569974404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|APAM NA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">38114</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">DE0005552004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|DPW GR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">37570</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">31083</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">FR0000125338</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">CAP GEMINI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">34720</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">FR0000127771</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|VIV FP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">38010</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">33410</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">DE0007236101</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|SIE GR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">58785</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">54728</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">DE0005190003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">ACCIONES|BMW GR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">14906</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">16190</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">NL0000009082</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">KPN NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">33280</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">LU0569974404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">APERAM  (AMSTERDAM)</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12019_V-82111592_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">35382</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12019_V-82111592_ia">GB0007188757</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12019_V-82111592_ia">RIO TINTO PLC REG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12019_V-82111592_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">36950</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">250130</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">8.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">303018</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">8.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">250130</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">8.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">303018</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">8.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">1959901</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">63.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">1694251</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">47.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">3003526</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">97.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12019_V-82111592_ipy" decimals="0" unitRef="euro">2962546</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12019_V-82111592_ipy" decimals="2" unitRef="pure">83.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S12019_V-82111592_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">4107770C300720199515719.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12019_V-82111592_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesRF>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-82111592_ia">NOCIONAL BONO ALEMAN 10YR</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-82111592_ia">V/ Fut. FU. BUND 1000 060919</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRFImporte contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">513090</iic-com:OperativaDerivadosObligacionesRFImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-82111592_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRF>
<iic-com:OperativaDerivadosObligacionesRFImporteTotal contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">513090</iic-com:OperativaDerivadosObligacionesRFImporteTotal>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12019_V-82111592_ia">IN. EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12019_V-82111592_ia">V/ Fut. FU. EURO STOXX 50 10 200919</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">343800</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12019_V-82111592_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">343800</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12019_V-82111592_ia" decimals="0" unitRef="euro">856890</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12019_V-82111592_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12019_V-82111592_da">true</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12019_V-82111592_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12019_V-82111592_da">En Enero:&#13;
Eliminación del índice de referencia&#13;
&#13;
Modificación del perfil de riesgo, pasando a un nivel 3</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12019_V-82111592_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12019_V-82111592_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12019_V-82111592_da">true</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12019_V-82111592_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12019_V-82111592_da">true</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12019_V-82111592_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12019_V-82111592_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12019_V-82111592_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12019_V-82111592_da">Un partícipe posee participaciones significativas directas del 30,14% en la clase I (Institucional) del patrimonio del fondo. Gestora y depositario pertenecen al mismo grupo economico. Pueden existir operaciones vinculadas repetitivas y sometidas a un procedimiento de autorización simplificado, relativas a compraventa de Divisas y/o Repos de Deuda Pública, que realiza la Gestora con el Depositario. Durante el periodo se ha operado con acciones de Laboratorios Farmacéuticos Rovi, de Europac Madrid y de Renta 4 y con renta fija de Ortiz Construcciones y Proyectos S.A., teniendo la consideración de operaciones vinculadas&#13;
Las comisiones de liquidación e intermediación en derivados percibidas por el grupo de la gestora han sido de 0,29 miles de euros, que representa el 0,0086% sobre el patrimonio medio.&#13;
Las comisiones de liquidación e intermediación en derivados percibidas por el grupo de la gestora han sido de 0 miles de euros, que representa el 0% sobre el patrimonio medio.&#13;
Las comisiones de liquidación e intermediación en derivados percibidas por el grupo de la gestora han sido de 0 miles de euros, que representa el 0% sobre el patrimonio medio.&#13;
El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 171.561,75 euros, suponiendo un 4,94%.&#13;
El importe de las adquisiones de valores o instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que algunos de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 1.466,90 euros, suponiendo un 0,04%.&#13;
&#13;
&#13;
Nota: El período de las operaciones relacionadas corresponde al del Informe, y los porcentajes se refieren al Patrimonio Medio de la IIC en el periodo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12019_V-82111592_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.&#13;
a.	Visión de la gestora sobre la situación de los mercados.&#13;
El primer semestre de 2019 cierra con un comportamiento positivo en gran parte de los activos, en contraste con lo visto en el año 2018. Si bien el crecimiento económico se ha debilitado en lo que llevamos de año, dentro de un contexto de fuertes tensiones geopolíticas y comerciales, el impulso de la política monetaria más expansiva de los bancos centrales (especialmente de la Fed) ha aumentado el apetito por activos tanto de renta variable como de renta fija. &#13;
En renta variable, el semestre termina con ganancias del 17,3% en el S&amp;P, del 15,7% en el Eurostoxx 50, 19,5% en el Shanghai Composite, 9,2% en el MSCI Emerging Markets en dólares, 7,7% en Ibex 35 y 6,3% en el Nikkei. En el caso Estados Unidos, el S&amp;P ha tenido el mejor primer semestre desde 1997, y solo tres Bolsas en el mundo (Chile, Malasia y Nigeria) han tenido pérdidas (siendo además, bastante reducidas). Desde un punto de vista sectorial, en el escenario de un crecimiento más débil, los sectores más defensivos, con menor volatilidad y mayor visibilidad en su crecimiento, han tenido un mejor comportamiento relativo. En Europa, los que mejor se han comportado son Tecnología (24,6%), alimentación y bebidas (23,8%) y construcción (21,1%). Los que peor se han comportado son Telecomunicaciones (-1,8%), Bancos (0,9%) y Turismo &amp; Ocio (1,9%). &#13;
Durante los primeros meses de 2019, el giro de la Fed en su política monetaria (de pasar de subir los tipos en 2018, a bajarlos en 2019) fue el principal catalizador, con una economía global en paulatina desaceleración, pero mostrando crecimiento en términos generales. Sin embargo, la escalada en la guerra comercial a partir de mayo (aumento de aranceles de Estados Unidos a China, bloqueo a Huawei, etc.) provocó un nuevo episodio de incertidumbre por el crecimiento económico, con potenciales implicaciones en cadenas de valor globales e inversión. En el último fin de semana del semestre, los presidentes Xi Jinping y Trump se reunieron en Osaka durante la cumbre del G20 en Japón. El resultado ha sido una reanudación de negociaciones comerciales bilaterales (sin dar marcha atrás en las ya impuestas). El desenlace no resuelve el problema geopolítico y sigue habiendo falta de visibilidad sobre la futura evolución, pero reduce el riesgo a corto plazo y permite tener algo de esperanza sobre una posible resolución exitosa del mismo. La geopolítica en cualquier caso seguirá siendo clave y continuará impactando los mercados globales. &#13;
En lo que respecta a renta fija, durante el 2T 2019 las rentabilidades de los bonos gubernamentales, tanto en Europa como en EEUU, profundizaron su descenso, ante el incremento de las tensiones comerciales y las dudas sobre el crecimiento económico. En este escenario, tanto la Reserva Federal estadounidense como el BCE volvieron a dar una vuelta de tuerca, posicionándose ya claramente hacia potenciales bajadas de los tipos de interés de referencia y, en Europa, un posible reinicio del QE. &#13;
Así, en la Zona Euro, el Banco Central Europeo ha retrasado de nuevo su “forward guidance”, indicando que los tipos de interés de referencia se mantendrán en los niveles actuales “al menos hasta el fin de la primera mitad de 2020”, aunque los mercados ya habían retrasado sus previsiones de subidas de tipos. Más efectivo fue el discurso del presidente del BCE, Mario Draghi, en el foro de bancos centrales de Sintra el 18 de junio, en el que indicó que “en ausencia de mejora (…) se requerirán estímulos adicionales” (hasta entonces el discurso abogaba por estímulos en caso de que se materializaran los riesgos a la baja) en un entorno en el que “los indicadores para los próximos meses apuntan a una continuada debilidad”. Además, Draghi se mostró mucho más permisivo con la inflación, indicando que “el objetivo de inflación es una media, por lo que en ocasiones esta debe situarse por encima”, mientras que hasta entonces había una mera tolerancia a que la inflación pueda desviarse en ambas decisiones siempre y cuando converja al objetivo.  El discurso, que ha sido comparado con el histórico “whatever it takes”, eliminó el suelo que los mercados consideraban que existía en los tipos de interés de referencia, y ya se descuenta una posible bajada de 10 p.b. antes de finales de año. Tras esto, la rentabilidad de los bonos gubernamentales europeos profundizó en su descenso, siendo destacable el impacto en los bonos periféricos, que han estrechando significativamente respecto al bund, como consecuencia de la búsqueda de rentabilidad por parte de los inversores, al encontrarse gran parte de la curva de los bonos soberanos “core” en negativo.&#13;
Mientras, en EEUU, la Fed, también con un discurso algo más “dovish”, sorprendió con un diagrama de puntos en el que ya siete de sus miembros consideran apropiada una bajada de 50 p.b. en lo que queda de ejercicio. Los mercados financieros dan por descontada una bajada de 25 p.b. en julio, y quizás de 50 p.b., y de 100 p.b. en los próximos doce meses, expectativas que, a falta de un deterioro mayor del actualmente contemplado en el entorno macro, nos parecen excesivas.&#13;
Por su parte, en renta fija privada en el 2T2019 hemos asistido a un movimiento de ida y vuelta en los diferenciales de crédito, que primero ampliaron ante las peores perspectivas económicas y posteriormente volvieron a estrechar en junio, como consecuencia de la relajación de las tensiones comerciales y el apoyo de los bancos centrales.&#13;
Respecto a otros activos, el Brent sube un 24% en el semestre (hasta 66,7 USD/barril), al tiempo que otras materias primas como níquel (+19%) o cobre (+4%) también han tenido buen comportamiento. El oro (+9%), ha actuado como activo refugio ante las tensiones comerciales, con mejor comportamiento en la última parte del semestre. &#13;
Desde el punto de vista macroeconómico, se observa un empeoramiento de los principales indicadores en los últimos meses. La escalada de la guerra comercial  amenaza la continuidad del ciclo, condicionando las perspectivas macroeconómicas y financieras para 2019-2020. El paso hacia una menor integración económica supone un fuerte shock de incertidumbre, con un potencial impacto negativo sobre el PIB mundial y un aumento de las primas de riesgo. La evolución para lo que queda de 2019 vendrá marcada por la interacción de las implicaciones de la guerra comercial, y el efecto de los factores estabilizadores (nuevas medidas de política monetaria, políticas fiscales, descenso del precio del petróleo). En Europa, el crecimiento se debilita en un entorno más incierto, donde las tensiones comerciales y la sostenibilidad de la recuperación generan dudas. Los mayores focos de debilidad están en la economía italiana y en el sector autos, y varios focos sesgan el crecimiento a la baja: guerra comercial, Italia, y un “hard Brexit”&#13;
b.	Decisiones generales de inversión adoptadas.&#13;
c.	Índice de referencia.&#13;
N/A&#13;
d.	Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC.&#13;
CLASE I&#13;
Su patrimonio se sitúa en  1,04 millones de euros frente a 1,02 millones de euros del &#13;
periodo anterior.				&#13;
					&#13;
El  número de partícipes ha disminuido a lo largo del periodo, pasando de  6 a 5.	&#13;
					&#13;
La rentabilidad obtenida por el fondo a lo largo del periodo se sitúa en 3,53% frente al &#13;
4,05% del periodo anterior.				&#13;
					&#13;
Los  gastos  soportados  por el fondo han sido  0,44%  del patrimonio durante el periodo frente al&#13;
0,17% del periodo anterior.				&#13;
					&#13;
Durante el periodo, la volatilidad del fondo es de  2,97% frente al  3,6% del periodo anterior. &#13;
					&#13;
El valor liquidativo del fondo se sitúa en 9,746 a lo largo del periodo frente a 9,414	&#13;
del periodo anterior.				&#13;
&#13;
CLASE R&#13;
Su patrimonio se sitúa en  2,05 millones de euros frente a 2,51 millones de euros del &#13;
periodo anterior.				&#13;
					&#13;
El  número de partícipes ha disminuido a lo largo del periodo, pasando de  228 a 193.&#13;
					&#13;
La rentabilidad obtenida por el fondo a lo largo del periodo se sitúa en 3,32% frente al &#13;
3,95% del periodo anterior.				&#13;
					&#13;
Los  gastos  soportados  por el fondo han sido  0,63%  del patrimonio durante el periodo frente al&#13;
1,10% del periodo anterior.				&#13;
					&#13;
Durante el periodo, la volatilidad del fondo es de  2,97% frente al  3,6% del periodo anterior. &#13;
					&#13;
El valor liquidativo del fondo se sitúa en 9,718 a lo largo del periodo frente a 9,405	&#13;
del periodo anterior.				&#13;
&#13;
e.	Rendimientos del fondo en comparación con el resto de fondos de la gestora. &#13;
&#13;
CLASE I&#13;
La rentabilidad de 3,53%  obtenida por el fondo a lo largo del periodo frente al 4,05% &#13;
del periodo anterior, le situa por encima de la rentabilidad media obtenida	&#13;
por los  fondos  de la misma vocación inversora ( Global ) pertenecientes a 	&#13;
la gestora, que es de 3,4%				&#13;
&#13;
CLASE R&#13;
La rentabilidad de 3,32%  obtenida por el fondo a lo largo del periodo frente al 3,95% &#13;
del periodo anterior, le sitúa por debajo de la rentabilidad media obtenida	&#13;
por los  fondos  de la misma vocación inversora ( Global ) pertenecientes a 	&#13;
la gestora, que es de 3,4%				&#13;
&#13;
2.	INFORMACIÓN SOBRE LAS INVERSIONES.&#13;
a.	Inversiones concretas realizadas durante el periodo.&#13;
Fixed Income Asset Allocation Fund, FI cierra el semestre con una liquidez del 2.5% en tesorería.  Además de 6% en activos monetarios, en concreto dos pagarés de El Corte Inglés y de Acciona.&#13;
Aproximadamente un 21% de la cartera está formada por activos de renta variable. Las mayores posiciones son ocupadas por las compañías Telefónica, Enagás, Ferrovial, Siemens, Repsol y BME, entre otras. &#13;
&#13;
El grueso de la cartera se configura con activos de renta fija. Las principales emisiones son las de Dufry, Bankia y Netflix, contando además con emisiones de Telefónica, Gestamp o Santander, entre otras.&#13;
&#13;
Se invierte únicamente en activos valorados en divisa euro. &#13;
&#13;
b.	Operativa de préstamo de valores. &#13;
N/A&#13;
c.	Operativa en derivados y adquisición temporal de activos.&#13;
En relación a la estrategia de derivados, se cuenta con posiciones vendidas en futuros sobre Eurostoxx y BUND.&#13;
d.	Otra información sobre inversiones.&#13;
N/A&#13;
3.	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. &#13;
CLASE I&#13;
La rentabilidad de 3,53% sitúa al fondo por encima de la rentabilidad media obtenida por &#13;
su Índice Benchmark, que es de  0,02%			&#13;
&#13;
CLASE R&#13;
La rentabilidad de 3,32% sitúa al fondo por encima de la rentabilidad media obtenida por &#13;
su Índice Benchmark, que es de  0,02%			&#13;
&#13;
4.	RIESGO ASUMIDO POR EL FONDO.&#13;
5.	EJERCICIO DERECHOS POLITICOS. &#13;
En cuanto a los derechos políticos inherentes a los valores integrados en la IIC gestionada por Renta 4 Gestora S.A.,  S.G.I.I.C, ejerce los derechos políticos (asistencia, delegación o voto) inherentes a los valores, cuando su IIC bajo gestión tiene una participación que represente un porcentaje igual o superior al 1% del capital social o cuando la gestora , de conformidad con la política de ejercicio de derechos de voto ,lo considere relevante o cuando existan derechos económicos a favor de accionistas, tales como prima de asistencia a juntas que se ejercerá  siempre.&#13;
En caso de ejercicio, el sentido del  voto será, en general,  a favor de las propuestas del Consejo de Administración, salvo que los acuerdos a debate impliquen una modificación en la gestión de la sociedad emisora, contraria a  la decisión que motivó la inversión en la Compañía.&#13;
&#13;
6.	INFORMACIÓN Y ADVERTENCIAS CNMV.&#13;
JUNTAS DE ACCIONISTAS&#13;
Durante el periodo la IIC no ha asistido a ninguna Junta General de Accionistas, por considerar que su participación en las mismas no es relevante en la defensa de los derechos de los partícipes.&#13;
&#13;
HECHOS RELEVANTES&#13;
En Enero:&#13;
Eliminación del índice de referencia&#13;
&#13;
Modificación del perfil de riesgo, pasando a un nivel 3&#13;
&#13;
OPERACIONES VINCULADAS&#13;
Durante el periodo se ha operado con renta variable de EUROPAC, S.A, con renta variable de LABORATORIOS FARMACEÚTICOS ROVI, S.A, con renta variable de RENTA 4 y con renta fija de ORTIZ CONSTRUCCIONES Y PROYECTOS S.A.&#13;
&#13;
REMUNERACIÓN DE LA TESORERÍA&#13;
La remuneración de la cuenta corriente en el depositario es de -0,40%&#13;
&#13;
7.	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS.&#13;
N/A&#13;
8.	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS.&#13;
El coste de análisis asociado al fondo Renta 4 Delta fi para el primer semestre de 2019 es de 272,74€. Siendo el estimado para el ejercicio 2019 de 519,62€.&#13;
9.	COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS).&#13;
N/A&#13;
10.	PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO.&#13;
Tras un primer semestre muy positivo para los activos de riesgo, arrancamos otro con muchas incertidumbres abiertas: guerra comercial, dudas sobre ciclo económico, nuevos estímulos monetarios por parte de la FED y el BCE, mercados emergentes/China, Brexit, y volatilidad en divisas. En este escenario, los mercados siguen en “modo alerta”, siendo vulnerables a shocks de crecimiento (provenientes por ejemplo de escalada de tensiones comerciales Estados Unidos – China), así como decepciones en política monetaria por parte de bancos centrales. En este contexto, la volatilidad debería seguir acompañándonos. &#13;
Tras los acontecimientos de Osaka entre Trump y Xi Jinping, hay dos cuestiones claves para la evolución en próximos meses. La primera es si el eventual acuerdo va a ser capaz de evitar la desaceleración económica en curso. Los últimos datos de confianza y sentimiento del consumidor americano han sido tibios y el gasto de los consumidores americanos en mayo creció solo un 0,2%, llevando al consenso a rebajar su estimación de crecimiento para el segundo trimestre. Si bien se apunta como principal factor a la guerra comercial, se puede pensar en que hay otros factores detrás de esa debilidad del crecimiento americano, como, por ejemplo, el propio cansancio del ciclo tras la etapa más larga de expansión que haya vivido nunca la economía norteamericana al haberse superado los ciento veinte meses sin recesión. Una segunda pregunta es si la Fed va a olvidar su idea de bajar los tipos de interés en el caso de que finalmente haya acuerdo entre EE.UU. y China. Tendría mucho sentido que lo hiciese, ya que la guerra comercial ha sido el principal motivo al que la Fed ha aludido para girar en redondo su política monetaria y pasar de subir los tipos en 2018 a bajarlos en 2019. Hay pocas expectativas, sin embargo, de que la Fed cambie su intención de bajar los tipos en la próxima reunión del 30 y 31 de julio. La economía americana está desacelerándose y la inflación permanece por debajo del 2%. Por tanto, pocos motivos tiene una Fed presionada por Trump para no bajar los tipos, aunque sea un 0,25%.&#13;
Desde un punto de vista macro, las previsiones apuntan a un menor crecimiento en 2019, con una modesta recuperación en 2020, gracias al efecto de los mecanismos estabilizadores (bancos centrales, política fiscal, precio del petróleo). El principal riesgo sigue siendo un mayor proteccionismo de Estados Unidos, que deprima el comercio mundial y la actividad manufacturera, provocando asimismo una potencial guerra de divisas. Si bien la política monetaria tiene capacidad  operativa para reaccionar, existen dudas sobre su eficacia en un entorno de tipos bajos y riesgo de estancamiento secular. El foco en próximos meses por tanto seguirá puesto en las tensiones comerciales entre Estados Unidos y el grueso de sus socios comerciales, que podría tener un impacto significativo en economías más abiertas (como la europea).&#13;
Respecto a resultados empresariales, las estimaciones de BPA se han revisado ligeramente a la baja en lo que llevamos de año (-4%/-5% a nivel global), tras la revisión de cifras de crecimiento y unos primeros meses de 2019 con sesgo mixto y algo de cautela en las guías para todo el año. En Europa, las principales revisiones a la baja se han producido en sector autos (-13%), viajes y ocio (-10%), oil &amp; gas (-9%), telecomunicaciones (-8%) y bancos  (-7%). En el lado positivo, alimentación y bebidas (+3%), salud (+1,4%) y real estate (+0,1%). De esta forma, se estima un crecimiento de BPA en 2019 basado en un repunte del crecimiento en segundo semestre 2019 En el Stoxx 600 por ejemplo, y según estimaciones de Factset, se espera un +6% en BPA 2019, pero con BPA plano en 1S19 (base de comparación 1s18 algo más exigente). &#13;
La renta variable ha recuperado valoraciones de hace unos meses, tras subir más un 15% en lo que llevamos de año y con ligeras revisiones a la baja de beneficios empresariales. En Europa, el Stoxx 600 está cotizando a PER 2019e de 13,7x, con crecimientos en BPA en 2019e del 6%, FCF yield 5,5%, dividend yield del 4%, y una prima de riesgo implícita de 8,5%. En Estados Unidos, el S&amp;P 500 descuenta 17,2x PER 19e, FCF yield del 4,5% y una prima de riesgo implícita de 5,5%. &#13;
No obstante, es significativo el diferencial entre los valores más caros y más baratos, que se ha ampliado en los últimos meses con el buen comportamiento de compañías “growth”. El PER del primer quintil de compañías está en 23x (mayor que en cualquier otro punto de la historia excepto en la burbuja tecnológica), mientras el PER del último quintil está en valoraciones por debajo de su media histórica, llevando la prima del primer quintil al 125% sobre el último quintil. En este punto, cabe hacerse varias preguntas: 1) ¿Se justifican estas valoraciones? En un entorno como el actual, con crecimiento económico más débil, los inversores están dispuestos a pagar una prima por compañías con mejores fundamentales, mayor solidez y crecimiento visible. 2) ¿tendremos una rotación sectorial en próximos meses? Creemos que efectivamente hay un riesgo de rotación sectorial “pro-cicilca” dentro de los activos de riesgo. No obstante para que esto se produzca, sería preciso ver antes una mejora en recuperación en el crecimiento global, una subida en las yields de los bonos, o ambos. Una recuperación en el crecimiento global en el 2S19 sigue siendo probable, especialmente atendiendo al débil crecimiento global reciente y las condiciones financieras más favorables. &#13;
En cualquier caso, a pesar de este buen comportamiento en el primer semestre y de las incertidumbres mencionadas, el escenario actual sigue arrojando oportunidades potenciales para la gestión activa y la selección de valores. Por un lado, vemos como el contexto actual de bajos tipos de interés aumenta el atractivo de compañías con elevada rentabilidad por dividendo, bien cubiertos por la generación de flujo de caja libre. La rentabilidad por dividendo del Stoxx 600 es superior al 4%, con el diferencial de la rentabilidad por dividendo frente al yield de los bonos gubernamentales en máximos históricos en Europa. Comprar compañías con elevada rentabilidad por dividendo no implica necesariamente seguir una estrategia defensiva. En este grupo es inmediato pensar en sectores tradicionalmente defensivos (utilities y telecoms), pero también encontramos oportunidades interesantes en sectores cíclicos y con beta más elevada (energía, materias primas, ocio, químicas, autos), con valoración en niveles atractivos. Por otro lado, compañías con visibilidad de su crecimiento secular (por encima del PIB global), solidez de balance, elevada rentabilidad sobre el capital empleado y generación de caja, junto con valoraciones razonables, deberían seguir teniendo un buen comportamiento en el actual contexto de bajo crecimiento. Seguimos buscando compañías con estas características, especialmente en sectores como tecnología, salud, infraestructuras o nichos industriales. Creemos por tanto que la mejor forma de gestionar renta variable en este escenario es diversificar las carteras y encontrar un equilibrio, combinando compañías de calidad y crecimiento a precios razonables, con compañías claramente infravaloradas por el mercado, que a precios actuales pueden estar descontando ya un escenario próximo a la recesión.&#13;
&#13;
Respecto a renta fija, en deuda pública en Europa señalar que la baja (negativa) rentabilidad de los bonos del Tesoro de los Gobiernos europeos servirá de apoyo a los de los países periféricos, en un trasvase de los inversores hacia los mercados que ofrecen algo de rentabilidad. Además, la posibilidad de que el BCE inicie de nuevo un QE actuará de soporte al mercado, especialmente importante en los países con peores fundamentales como Italia. &#13;
En crédito, la renta fija privada grado de inversión ofrece retornos esperados muy bajos por lo que creemos que tiene sentido invertir en deuda a corto plazo con “carry”, incluido High Yield, aunque siendo muy selectivos, especialmente en lo que se refiere a los sectores cíclicos. En la parte de financieros, esperamos volatilidad en los AT1 con la posibilidad de que no se ejecuten algunas “call”, por lo que nos enfocaríamos a emisores de máxima calidad y con cupones altos. Por su lado, consideramos que el LT2 está muy castigado y consideramos que en la actualidad hay oportunidades; también vigilaríamos las call a corto plazo.&#13;
Por otro lado, el BCE está estudiando posibles medidas para reducir el lastre que el tipo de depósito negativo implica para la rentabilidad de los bancos. Las posibles medidas a adoptar todavía están en estudio, pero se especula la posibilidad de que se produzca un escalonado en el tipo de depósito. De ser así, el sector financiero sería el directo beneficiado.&#13;
En renta fija Emergente sobreponderamos inversiones en Renta Fija Corto Plazo en “Hard Currency”, que no están tan expuestas a las oscilaciones del corto plazo y ofrecen un atractivo “carry”. La volatilidad de algunas divisas el pasado verano nos hace ser más prudentes.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12019_V-82111592_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12019_V-82111592_da">En cuanto a la Política Remunerativa de la Gestora, quedará reflejada junto con el Informe Anual.</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12019_V-82111592_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
<iic-ges:ComparativaRentabilidadMedia>
<iic-ges:ComparativaVocacionMonetarioPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionMonetarioPatrimonio>
<iic-ges:ComparativaVocacionMonetarioParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionMonetarioParticipes>
<iic-ges:ComparativaVocacionMonetarioRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionMonetarioRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">1541861000</iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">89745</iic-ges:ComparativaVocacionRentaFijaEuroParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">1.06</iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionMixtoEuroPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">11713399</iic-ges:ComparativaVocacionMixtoEuroPatrimonio>
<iic-ges:ComparativaVocacionMixtoEuroParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">1085</iic-ges:ComparativaVocacionMixtoEuroParticipes>
<iic-ges:ComparativaVocacionMixtoEuroRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">4.57</iic-ges:ComparativaVocacionMixtoEuroRentabilidad>
<iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">19738016</iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio>
<iic-ges:ComparativaVocacionMixtoInternacionalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">588</iic-ges:ComparativaVocacionMixtoInternacionalParticipes>
<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">3.44</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">14697000</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">149</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">2.75</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">44210000</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">1781</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">8.14</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">200003000</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableEuroParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">13208</iic-ges:ComparativaVocacionRentaVariableEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">13.72</iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">207390283</iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">15040</iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">14.67</iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad>
<iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">3855000</iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio>
<iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">573</iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes>
<iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.24</iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad>
<iic-ges:ComparativaVocacionGarantiaParcialPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantiaParcialPatrimonio>
<iic-ges:ComparativaVocacionGarantiaParcialParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantiaParcialParticipes>
<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
<iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">745077000</iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio>
<iic-ges:ComparativaVocacionRetornoAbsolutoParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">25399</iic-ges:ComparativaVocacionRetornoAbsolutoParticipes>
<iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">3.66</iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad>
<iic-ges:ComparativaVocacionGlobalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">487165000</iic-ges:ComparativaVocacionGlobalPatrimonio>
<iic-ges:ComparativaVocacionGlobalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">20047</iic-ges:ComparativaVocacionGlobalParticipes>
<iic-ges:ComparativaVocacionGlobalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">3.40</iic-ges:ComparativaVocacionGlobalRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">303874036</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">7398</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">-0.09</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad>
<iic-ges:ComparativaVocacionTotalPatrimonio contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="euro">3579583734</iic-ges:ComparativaVocacionTotalPatrimonio>
<iic-ges:ComparativaVocacionTotalParticipes contextRef="FIM_S12019_V-82111592_da" decimals="0" unitRef="pure">175013</iic-ges:ComparativaVocacionTotalParticipes>
<iic-ges:ComparativaVocacionTotalRentabilidad contextRef="FIM_S12019_V-82111592_da" decimals="2" unitRef="pure">0.32</iic-ges:ComparativaVocacionTotalRentabilidad>
</iic-ges:ComparativaRentabilidadMedia>
</xbrli:xbrl>