<?xml version="1.0" encoding="UTF-8"?><!--Generado por RD Sistemas, S.A. [J0803140G0803137]--><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_S22018_V-87419040_da">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_dpp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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>2018-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_daa">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_dpy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_daq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_dpq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_dpq2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-04-01</xbrli:startDate>
<xbrli:endDate>2018-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_dpq3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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>2018-03-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_dpy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_dpy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2015-01-01</xbrli:startDate>
<xbrli:endDate>2015-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_dpy5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2013-01-01</xbrli:startDate>
<xbrli:endDate>2013-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_dly3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2015-01-01</xbrli:startDate>
<xbrli:endDate>2017-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_dly5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2013-01-01</xbrli:startDate>
<xbrli:endDate>2017-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_ia">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_ipp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2018-06-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S22018_V-87419040_ipy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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_S22018_V-87419040_ipy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA 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:context id="FIM_S22018_V-87419040_ipy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2015-12-31</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_S22018_V-87419040_ia">BANKINTER CARTERA PRIVADA AGRESIVA FI</iic-com-fon:DenominacionFondo>
<iic-com:DescripcionGeneral>
<iic-com:RegistroCNMV contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="pure">4921</iic-com:RegistroCNMV>
<iic-com:XCode_TipoInforme_02 contextRef="FIM_S22018_V-87419040_ia">02</iic-com:XCode_TipoInforme_02>
<iic-com:XCode_PeriodoInforme_04 contextRef="FIM_S22018_V-87419040_ia">04</iic-com:XCode_PeriodoInforme_04>
<iic-com:AnoInforme contextRef="FIM_S22018_V-87419040_ia">2018</iic-com:AnoInforme>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
</iic-com:DescripcionGeneral>
<iic-com:RatingDepositario contextRef="FIM_S22018_V-87419040_ia">BBB+ S&amp;P</iic-com:RatingDepositario>
<iic-com-fon:FondoCompartimentos contextRef="FIM_S22018_V-87419040_ia">false</iic-com-fon:FondoCompartimentos>
</iic-fim:InformacionGeneralFIM>
<iic-com:ConsultaCarteraInversiones>
<iic-com:DireccionInforme contextRef="FIM_S22018_V-87419040_ia">MARQUES DE RISCAL, 11DP Madrid</iic-com:DireccionInforme>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S22018_V-87419040_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S22018_V-87419040_da">N/D</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
<iic-com:DirWebInforme contextRef="FIM_S22018_V-87419040_ia">N/D</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_S22018_V-87419040_da">05</dgi-lc-int:Xcode_UN3477.05>
</dgi-est-gen:AddressFormat>
<dgi-est-gen:AddressLine contextRef="FIM_S22018_V-87419040_da">Servicio Atención al Cliente Bankinter - Avenida de Bruselas, 12 28108 - Alcobendas Madrid - 900802081</dgi-est-gen:AddressLine>
</dgi-est-gen:Address>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S22018_V-87419040_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S22018_V-87419040_da">N/D</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
</iic-com:ConsultaGestora>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com-fon:FechaRegistroFondo contextRef="FIM_S22018_V-87419040_ia">2015-11-20</iic-com-fon:FechaRegistroFondo>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S22018_V-87419040_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_S22018_V-87419040_ia">09</iic-com:XCode_VocacionInversora_09>
<iic-com:PerfilRiesgo contextRef="FIM_S22018_V-87419040_ia">6, en una escala del 1 al 7.</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22018_V-87419040_ia">La gestión toma como referencia la rentabilidad del índice 50% STOXX Europe 600 (Net Return) + 30% S&amp;P500 Total Return +10% Topix Total Return +10% MSCI Emerging Markets Daily Net TR EUR, que se utiliza en términos meramente informativos o comparativos.&#13;
El Fondo invertirá entre un 50% y un 100% del patrimonio en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la gestora. La inversión en IIC financieras no armonizadas no será superior al 30% del patrimonio.&#13;
El Fondo puede invertir, directa o indirectamente a través de IIC, con un mínimo del 75% y un máximo del 100% de la exposición total en renta variable y el resto de la exposición total en activos de renta fija pública y/o privada (incluyendo instrumentos del mercado monetario cotizados o no, que sean líquidos) y hasta un máximo del 10% en materias primas a través de activos aptos de acuerdo con la Directiva 2009/65/CE.&#13;
Tanto en la inversión directa como indirecta, no existe predeterminación en cuanto a porcentajes de inversión por capitalización, emisores, divisas, países, sectores, rating ni duración de la cartera de renta fija. Se invertirá principalmente en emisores y/o mercados de países OCDE/UE, y minoritariamente en emisores y/o mercados de países emergentes. Por lo que este fondo podría tener hasta un 25% en baja calificacion calificación crediticia (inferior a BBB-) o sin rating.&#13;
La exposición máxima a riesgo de mercado por uso de derivados es el patrimonio neto.&#13;
El riesgo de divisa del fondo pueda llegar al 100%.&#13;
Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado miembro de la Unión Europea, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con calificación de solvencia no inferior a la del Reino de España.&#13;
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:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22018_V-87419040_ia">El fondo ha realizado durante el periodo operaciones en instrumentos financieros derivados.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22018_V-87419040_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.79</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.88</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">0.67</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.03</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-0.02</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">0.10</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="pure">002</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S22018_V-87419040_ia">CLASE B</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">368721.11</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">367657.47</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="pure">89</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="pure">83</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-87419040_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-87419040_ia">200000</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">35348256</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ipy" decimals="0" unitRef="euro">32066135</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ipy2" decimals="0" unitRef="euro">5664834</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ipy3" decimals="0" unitRef="euro">1133266</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ia" decimals="4" unitRef="euro">95.8672</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ipy" decimals="4" unitRef="euro">108.3789</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ipy2" decimals="4" unitRef="euro">99.8566</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ipy3" decimals="4" unitRef="euro">99.9800</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.63</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">1.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.63</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">1.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-87419040_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">0.10</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-11.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">-12.49</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">2.23</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">1.77</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">-2.84</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">8.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">-0.12</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-87419040_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-87419040_dpy">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">1.60</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">1.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-87419040_daq">2018-10-16</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-87419040_dpy">2018-04-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-87419040_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">10.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">5.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">8.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">11.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">5.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">12.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">13.46</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">14.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">25.83</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">0.34</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">0.52</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">0.70</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22018_V-87419040_daa">BENCHMARK C AGRESIVA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">10.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">13.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">7.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">9.85</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">13.84</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">8.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">16.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">5.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">5.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">4.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">4.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">5.67</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">1.99</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">0.50</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">0.50</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">2.14</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpy2" decimals="2" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpy3" decimals="2" unitRef="pure">0.84</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-87419040_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-87419040_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">20289112C280120193771578.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">20289113C280120193736734.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>

<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-87419040_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="pure">001</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S22018_V-87419040_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">110853.82</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">77804.03</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="pure">134</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="pure">109</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S22018_V-87419040_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S22018_V-87419040_ia">50000</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">9781637</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S22018_V-87419040_ipy" decimals="0" unitRef="euro">2916257</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ia" decimals="4" unitRef="euro">88.2391</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S22018_V-87419040_ipy" decimals="4" unitRef="euro">100.0461</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.68</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">1.35</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.68</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">1.35</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22018_V-87419040_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="euro">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="euro">0.10</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-11.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">-12.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">2.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">1.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">-2.95</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-87419040_daq">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22018_V-87419040_dpy">2018-12-06</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">1.60</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">1.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-87419040_daq">2018-10-16</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22018_V-87419040_dpy">2018-04-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22018_V-87419040_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">10.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">13.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">5.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">8.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">11.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">10.52</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">13.46</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">14.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">0.25</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">0.34</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">0.52</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22018_V-87419040_daa">BENCHMARK C AGRESIVA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">10.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">13.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">7.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">9.85</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">13.84</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">7.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">7.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">3.93</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">2.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_daq" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq2" decimals="2" unitRef="pure">0.53</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpq3" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S22018_V-87419040_dpy" decimals="2" unitRef="pure">0.51</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22018_V-87419040_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22018_V-87419040_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">20290112C280120193801438.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">20290113C280120193763406.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>

<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S22018_V-87419040_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">42711226</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">38498519</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">5517762</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">7077934</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">37193464</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">31420585</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2901270</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">8310784</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">-482604</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">274677</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">45129892</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">47083980</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">47083980</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S22018_V-87419040_dpp" decimals="0" unitRef="euro">34982392</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S22018_V-87419040_daa" decimals="0" unitRef="euro">34982392</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">7.26</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">30.55</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">35.94</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-72.10</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-11.25</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-1.50</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-13.53</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">781.92</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-10.59</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.86</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-12.23</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">1345.85</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">100.77</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.27</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.29</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">17.76</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">7.19</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">25.80</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">190.10</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-1.40</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.18</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-1.34</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-991.10</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-27.24</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-8.25</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-37.01</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">287.84</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.03</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">121.78</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.70</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.69</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-1.39</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">19.85</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.64</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.63</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-1.27</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">19.97</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.05</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.05</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-0.10</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">19.44</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">9.98</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">34.58</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-100.00</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.03</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.08</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-15.08</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.03</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.08</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-16.44</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">7.49</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S22018_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S22018_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">45129892</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S22018_V-87419040_dpp" decimals="0" unitRef="euro">47083980</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S22018_V-87419040_daa" decimals="0" unitRef="euro">45129892</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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">ES0114821038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BK AHORR ACTIVOS EUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">1299628</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">ES0114802038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BK DIVIDENDO EUROPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">4231672</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">9.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">4361389</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">9.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">ES0125621039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BK BOLSA ESPAÑA, FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">1281097</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">1414021</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">5512769</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">12.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">7075038</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">15.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">5512769</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">12.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">7075038</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">15.02</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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">IE00B4ND3602</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BLACKROCK INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22018_V-87419040_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2636324</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">5.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2636324</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">5.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">2636324</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">5.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU1664635726</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|VONTOBEL ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">4593876</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">10.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">IE00B2NN6670</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BROWN ADVISORY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2992099</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">6.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU1111643042</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|ELEVA EUROPEAN SEL-I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2317263</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">5.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU1681037864</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|AMUNDI INVESTMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">4229218</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">9.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">3893399</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">8.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0942226134</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|CANDRIAM LUXEMBURGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">1304400</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">2.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">FR0010251108</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|ODDO ASSET MANAGEMEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">866415</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">IE00BHBFD036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|LEGG MASON INVESTMEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">1299537</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0386383433</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|INVESTEC ASSET MANAG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">1218249</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0234682044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|GOLDMAN SACHS ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">5428163</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">12.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">3421651</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">7.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0582530498</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">2298373</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">5.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">2364020</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">5.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0347184821</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|PIOONER ASSET MANAG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">3372152</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">7.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0320897043</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">3338946</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">7.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">3973700</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">8.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">IE00B3ZW0K18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|BLACKROCK ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">5127622</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">11.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">4833377</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">10.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22018_V-87419040_ia">LU0106235459</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22018_V-87419040_ia">PARTICIPACIONES|SCHRODER INVESTMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22018_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">4232950</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">9.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">4854482</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">10.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">34558510</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">76.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">31401382</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">66.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" 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_S22018_V-87419040_ia" decimals="0" unitRef="euro">37194834</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">82.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">31401382</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">66.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">42707603</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">94.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S22018_V-87419040_ipp" decimals="0" unitRef="euro">38476420</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S22018_V-87419040_ipp" decimals="2" unitRef="pure">81.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S22018_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">20173770C1101201980352500.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S22018_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-87419040_ia">IBEX 35</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22018_V-87419040_ia">C/ Fut. FUT IBEX PLUS ENE19 MEFF</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">696000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22018_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-87419040_ia">INDICE EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22018_V-87419040_ia">V/ Fut. FUT EUROSTOXX 50 MAR19 EUREX</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">585810</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22018_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-87419040_ia">STAND&amp;POOR'S 500</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22018_V-87419040_ia">V/ Fut. FUT EMINI S&amp;P500 MAR19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">325777</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22018_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">1607587</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22018_V-87419040_ia">DOLAR USA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22018_V-87419040_ia">C/ FUTURO EURO DOLAR MAR19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">1875769</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22018_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">1875769</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S22018_V-87419040_ia" decimals="0" unitRef="euro">3483356</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22018_V-87419040_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22018_V-87419040_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22018_V-87419040_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22018_V-87419040_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22018_V-87419040_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22018_V-87419040_da">true</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22018_V-87419040_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22018_V-87419040_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22018_V-87419040_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22018_V-87419040_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22018_V-87419040_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22018_V-87419040_da">c) El Depositario y Gestora pertenecen al mismo grupo económico, no obstante la Gestora y el Depositario han establecido procedimientos para evitar conflictos de interés y cumplir los requisitos legales de separación recogidos en el Reglamento de IIC.&#13;
g)Durante el semestre Bankinter, SA ha percibido importes que tienen como origen comisiones o gastos satisfechos por el fondo, en concepto de comisión de depositaría, cuya cuantía para esta última se detalla en el apartado de datos generales de este informe; así como otros gastos por liquidación e intermediación  por un importede 415,28 euros que representa un 0,001% del patrimonio medio del fondo en el semestre y por liquidación de otras operaciones de compraventa de valores.&#13;
h) La Gestora cuenta con un procedimiento para el control de las operaciones vinculadas en el verifica, entre otros aspectos, que éstas se realizan a precios o en condiciones iguales o mejores que los de mercado; existiendo para aquellas operaciones que tienen la consideración de operaciones vinculadas repetitivas o de escasa relevancia (por ejemplo, operaciones de compraventa de repos con el Depositario, remuneración cuenta corriente, etc.) un procedimiento de autorización simplificado en el que se comprueba el cumplimiento de estos dos aspectos.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22018_V-87419040_da">Situación de los mercados en el segundo semestre de 2018 &#13;
&#13;
El impacto de los aranceles entre EEUU y China y el menor apoyo de las políticas monetarias en los países avanzados siguieron frenando la actividad global durante la segunda mitad de 2018. Algunas economías emergentes vivieron episodios complicados durante el semestre si bien su situación se fue estabilizando en la recta final del año.&#13;
&#13;
La economía mundial prosiguió expandiéndose, pero perdió impulso y su evolución fue más desigual en 2018 que en 2017. Así, EEUU registró mayores ritmos de avance que otras regiones. Por el contrario, surgieron preocupaciones crecientes sobre el curso de la economía china.&#13;
&#13;
La economía europea registró una evolución más débil de la prevista, como consecuencia de la menor contribución de la demanda externa y de factores relacionados con sectores y países específicos. La demanda interna, sin embargo, fue sólida gracias a la fortaleza del mercado de trabajo, que continuó sustentando el consumo privado, y al buen tono de la inversión empresarial en un entorno de favorables condiciones de financiación. &#13;
&#13;
La desaceleración de la actividad en España a lo largo de 2018 fue menos intensa que la registrada en la Eurozona.&#13;
&#13;
El Banco Central Europeo (BCE) confirmó la terminación de las compras netas en el marco del Programa de Compras de Activos a final de año, como había anunciado. Por otro lado, indicó que continuará reinvirtiendo los vencimientos que se vayan produciendo durante un período prolongado tras el comienzo de las subidas de los tipos de interés. Asimismo, el Consejo de Gobierno del BCE no anticipó cambios en los tipos de interés oficiales, que se mantendrían en los niveles actuales hasta al menos durante el verano de 2019.&#13;
&#13;
Por su parte, la Reserva Federal de EEUU realizó dos nuevas subidas de tipos en la segunda mitad del año para totalizar cuatro en el conjunto de 2018 y situar el rango objetivo de los tipos a corto en 2,25%-2,50%. Las últimas estimaciones que publicó en diciembre adelantaban dos alzas adicionales en 2019.&#13;
&#13;
Aun así, el tipo de interés de los bonos a diez años retrocedió en EEUU hasta situarse alrededor de 2,68%, tras haber llegado a superar 3,20% a mediados de octubre. Los bonos alemanes también registraron caídas de TIRes en el semestre. La rentabilidad del bono alemán a diez años cerró el año en 0,24%.&#13;
&#13;
Los diferenciales de la deuda soberana de la zona euro permanecieron relativamente estables, a excepción del diferencial de Italia, que mostró una elevada volatilidad. Con la reducción de los objetivos de déficit público del ejecutivo italiano, su deuda se relajó de forma notable. La prima de riesgo italiana finalizó el año en el entorno de los 250 p.b. después de haber marcado un máximo de 326 p.b. a mediados de octubre.&#13;
&#13;
Los diferenciales de rendimiento de la renta fija privada aumentaron durante la segunda mitad del año, tanto en EEUU como en Europa. Así, los diferenciales de la renta fija privada europea volvieron a los niveles observados en marzo de 2016, fecha del anuncio y posterior puesta en marcha del programa de compras de bonos corporativos del BCE.&#13;
&#13;
Los índices bursátiles registraron descensos importantes en un contexto de creciente incertidumbre geopolítica y preocupación por la ralentización del crecimiento. El último trimestre del año fue especialmente negativo para la renta variable americana, que hasta entonces había conseguido desmarcarse del resto aguantado en terreno positivo durante gran parte del ejercicio. Así, el índice S&amp;P 500, que a cierre de junio sumaba +1,7%, terminó 2018 con un descenso de -6,2%.&#13;
&#13;
La renta variable global cerró 2018 con una caída de -10% (índice MSCI World en dólares), la peor evolución desde la crisis financiera de 2008. En Europa, el saldo anual fue más negativo, -14,3% en el Euro Stoxx 50, la mayor caída desde 2011, año en que se barajaba la ruptura del Euro.&#13;
&#13;
Dentro de la bolsa europea, los sectores que mejor se comportaron en el semestre fueron Utilites (-1,7%) y Salud (-1,8%), siendo también los mejores sectores en el cómputo anual (-2,1% y -2,7%, respectivamente). Por el contrario, Autos y Bancos fueron los peores sectores tanto en el semestre (-19,3% y -17,9%, respectivamente) como en el conjunto del ejercicio (-28,1% y -28,0%, respectivamente).&#13;
&#13;
En los mercados de divisas, el tipo de cambio del euro se siguió debilitando en el segundo semestre, aunque el grueso de su depreciación frente al dólar se produjo en la primera mitad del ejercicio. En concreto, el euro se depreció un 1,9% contra el dólar en el segundo semestre y un 4,5% en el acumulado del año. El movimiento frente al yen fue más acusado por la condición de refugio de la divisa nipona. Así, el euro se depreció un 2,4% en la segunda mitad del ejercicio, para cerrar con una caída anual del 6,7%. &#13;
&#13;
Finalmente, en el mercado de materias primas lo más destacado fue la fuerte corrección en el precio del petróleo. El precio del barril de Brent pasó de más de 80 dólares a comienzos de octubre a alrededor de 55 a finales de año, debido a las perspectivas de menor demanda mundial y a una oferta mayor de la esperada. &#13;
&#13;
&#13;
&#13;
Actividad del Fondo.&#13;
&#13;
En línea con la evolución económica y financiera del semestre detallada en los párrafos anteriores, hemos mantenido la inversión en renta variable sobre patrimonio optando por reducir el riesgo a través de la rotación de los activos, saliendo de fondos con sesgo más cíclico y reduciendo la beta de la cartera. EL fondo termina el periodo en niveles cercanos al 89% &#13;
&#13;
En renta variable se redujo la exposición a Emergentes a favor de EE.UU a través de la venta del Cadrian Equities L-Emrg y compra del Brown Advisory US Equity Growth. En Europa hemos reducido la inversión en  fondos con mayor exposición a ciclo en la zona euro, reduciendo el Dividendo Europa a favor del Goldman; por otra parte, hemos deshecho la posición en el Oddo Avenir y Allianz Europe growth con el objetivo de reducir tanto el sesgo growth como la exposición a Small&amp;Mid cap. En su lugar hemos comprado el Eleva European Selection , fondo con sesgo blend, muy flexible en el posicionamiento adaptándose a las circunstancias del mercado de cada momento.  El fondo termina el trimestre con un peso en Europa del 44,17%, 39,44% en EE.UU, 10,57% en Japón y 5,82% en Emergentes. &#13;
Se ha decidido mantener la exposición a Oro que se abrió en julio, a través de un ETF de oro físico, con la intención de obtener protección frente a las incertidumbres de mercado. La exposición  a dólar al final del periodo es cercana al 19%&#13;
&#13;
Con esto, el porcentaje invertido en otras Instituciones de Inversión Colectiva (IICs) representa el 88,79% del patrimonio a cierre del período, siendo las gestoras más significativas Bankinter Gestión de Activos (12.22%), Blackrock (11.36%), Goldman Sachs Asset Management (12.03%) y Vontobel Asset Management (10.18%). &#13;
Como consecuencia de esta gestión, el fondo ha obtenido una rentabilidad en el semestre del -10.63% en la clase A y del -10.54% en la clase B.&#13;
Durante el periodo considerado del semestre, los gastos corrientes soportados por el fondo han tenido una impacto de -1,04% en su rentabilidad para la clase A y del -0.98% para la clase B. En la clase A, un &#150;0.74% corresponde a los gastos del propio fondo y un -0.30% a los gastos indirectos por inversión en otros fondos. En la clase B, un -0.69% corresponde a los gastos del propio fondo y un -0.29% a los gastos indirectos por inversión en otros fondos.&#13;
También se han realizado durante el semestre operaciones de compraventa de futuros sobre  índices bursátiles. El resultado de la inversión en estas operaciones durante el período ha supuesto una rentabilidad del -1.40% sobre el patrimonio medio del fondo para las clases A y B, siendo el nivel medio de apalancamiento de dicho fondo para ambas clases, correspondiente a las posiciones en instrumentos financieros derivados en este periodo de un 25.64%.&#13;
Durante el semestre, la volatilidad del valor liquidativo del fondo para la clase A ha estado alrededor de 10.56% y para la clase B de 10.57%, volatilidad inferior a la de su benchmark como puede verse en el cuadro de medidas de riesgo.&#13;
&#13;
La economía global sigue expandiéndose, aunque con muestras de ralentización que seguramente se extenderán durante el próximo semestre.&#13;
El descenso de la actividad estará condicionado por las negociaciones en materia comercial entre EEUU y China. Los presidentes de ambos países acordaron una moratoria de tres meses a la subida de aranceles que vencerá el próximo 1 de marzo. La materialización de un acuerdo antes de dicha fecha contribuiría a la recuperación del comercio y de la confianza.&#13;
En el frente empresarial se están produciendo ciertas rebajas en los beneficios esperados que podrían continuar de forma moderada.&#13;
Las políticas monetarias dejarán de ser tan acomodaticias. El Banco Central Europeo mantendrá el tamaño de su balance mientras que la Reserva Federal proseguirá reduciendo la liquidez. Los mensajes de los banqueros centrales europeos y americanos irán marcando las expectativas de subidas de tipos.&#13;
En los próximos meses también estaremos pendientes de factores políticos como las negociaciones del Brexit y las elecciones europeas.&#13;
&#13;
La renta variable global cerró 2018 con la mayor caída desde la crisis financiera de 2008. Tras esta corrección, parece que las bolsas han descontado ya los riesgos sobre el crecimiento y las valoraciones se encuentran en niveles que se podrían calificar como baratos. &#13;
Dicho esto, el apetito por el riesgo podría tardar en recuperarse ya que existe una preocupación creciente sobre el curso de la economía global en los próximos trimestres.&#13;
Las expectativas apuntan a que los resultados empresariales seguirán creciendo, pero de una forma mucho más modesta que en 2018 ya que los beneficios no contarán con el impulso de la reforma fiscal americana.&#13;
Este escenario de elevada incertidumbre favorece los sectores más defensivos. Ahora bien, los bruscos ajustes de cotización que se han producido ofrecen oportunidades en compañías con negocios sólidos dentro de los sectores más penalizados.&#13;
&#13;
Así, la estrategia de inversión del Fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de aprovechar las oportunidades que se presenten en el mercado.&#13;
&#13;
&#13;
El fondo  ha soportado en el ejercicio comisiones de intermediación que han incorporado la prestación del servicio de análisis financiero sobre inversiones. Dicho servicio de análisis ha mejorado la gestión tanto en la asignación de activos, como consecuencia del análisis macroeconómico y de estrategia recibidos, así como en ideas de selección de activos concretos. &#13;
&#13;
&#13;
&#13;
La política de retribuciones aplicable a Bankinter Gestión de Activos es la aprobada para el Grupo Bankinter por el Consejo de Administración de la sociedad matriz, Bankinter, S.A., a propuesta de la Comisión de Retribuciones de Bankinter, S.A. La composición y funciones de la Comisión de Retribuciones de Bankinter, S.A. puede consultarse en la página web corporativa de Bankinter, S.A. (www.bankinter.com/webcorporativa) &#13;
&#13;
Los principios generales que rigen la política retributiva del Grupo Bankinter son los siguientes: &#13;
&#13;
* Gestión prudente y eficaz de los riesgos: La Política será compatible con una gestión adecuada y eficaz del riesgo, promoviendo este tipo de gestión y no ofreciendo incentivos para asumir riesgos que rebasen el nivel de riesgo tolerado por la Entidad. &#13;
&#13;
* Alineación con los intereses a largo plazo: La Política será compatible con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo de la Entidad e incluirá medidas para evitar los conflictos de intereses. &#13;
&#13;
* Adecuada proporción entre los componentes fijos y variables: La retribución variable en relación con la retribución fija no adquirirá, por regla general, una proporción significativa, para evitar la asunción excesiva de riesgos. &#13;
&#13;
* Multiplicidad de elementos: La configuración del paquete retributivo estará integrada por un conjunto de instrumentos que, tanto en su contenido (remuneración dineraria y no dineraria), horizonte temporal (corto, medio y largo plazo), seguridad (fija y variable) y objetivo, permitan ajustar la retribución a las necesidades tanto de la Entidad como de sus profesionales. &#13;
&#13;
* Equidad interna y externa: La Política recompensará el nivel de responsabilidad y la trayectoria profesional de los empleados del Banco sujetos a la misma, velando por la equidad interna y la competitividad externa. &#13;
&#13;
* Supervisión y efectividad: El órgano de administración de la Entidad, en su función de supervisión, adoptará y revisará periódicamente los principios generales de la política de remuneración y será responsable de la supervisión de su aplicación, garantizando su efectiva y correcta aplicación. &#13;
&#13;
* Flexibilidad y transparencia: Las reglas para la gestión retributiva del colectivo de referencia incorporarán mecanismos que permitan el tratamiento de situaciones excepcionales de acuerdo a las necesidades que surjan en cada momento. Las normas para la gestión retributiva serán explícitas y conocidas por los consejeros y profesionales de la Entidad, primando siempre la transparencia en términos retributivos. &#13;
&#13;
* Sencillez e individualización: Las normas para la gestión retributiva estarán redactadas de forma clara y concisa, simplificando al máximo tanto la descripción de las mismas como los métodos de cálculo y las condiciones aplicables para su consecución.&#13;
&#13;
La remuneración de los altos cargos y de los empleados de la sociedad gestora cuya actuación tenga una incidencia material en el perfil de riesgo de la IIC (en adelante el colectivo identificado) será aprobada, cada año, por el Consejo de Administración de Bankinter Gestión de Activo. El Consejo de Administración de la Gestora, igualmente con periodicidad anual, aprobará un importe global de retribución variable (en términos monetarios) para cada uno de los grupos del colectivo identificado de la Gestora que ejerzan funciones similares y separadas, es decir, a cada grupo de empleados del colectivo identificado con la misma función se le asignará una bolsa anual global como retribución variable, siendo este el importe que se abonaría en caso de consecución del 100% de los objetivos que con posterioridad se describen.&#13;
&#13;
La remuneración variable del colectivo identificado está referenciada a una serie de objetivos financieros y no financieros, que vinculan las retribuciones a la evolución del negocio a medio y largo plazo, evitando que se incurra en riesgos excesivos. &#13;
&#13;
En el ejercicio 2018 se han realizado modificaciones de la ponderación de los indicadores para las personas que están en el colectivo de gestión y contratación, y se han modificado algunos indicadores aplicados al colectivo de gestión.&#13;
&#13;
Durante el año 2018 los objetivos a los que está vinculada la retribución variable dependiendo de las funciones asignadas a la persona del colectivo identificado que se trate, son los siguientes:&#13;
&#13;
(i) Aquellas personas que dentro del colectivo identificado tengan funciones de gestión de IIC tienen vinculada su retribución variable a los siguientes objetivos y en las siguientes proporciones: el 20% de la retribución variable está condicionada a la consecución del objetivo del benchmark de mercado de los fondos de inversión, fondos de pensiones y SICAV gestionados; el 20% de la retribución variable está condicionado a la consecución del benchmark de los fondos de inversión gestionados con su índice de referencia; el 20% de la retribución variable está condicionada a la consecución del objetivo de la evolución de los ingresos de la gestora; el 20% de la retribución variable está condicionada a la consecución del objetivo de la evolución del beneficio antes de impuestos de la actividad bancaria del Grupo Bankinter, S.A.; y el 20% de la retribución variable está condicionada a la consecución del objetivo de la calidad de los clientes de SICAV gestionadas. Estos mismos indicadores aplica a aquellos empleados que no están en el colectivo identificado.&#13;
(ii) Aquellas personas que dentro del colectivo identificado tengan como función la contratación de operaciones, en la siguiente proporción: al volumen de incidencias y subsanación de errores, en una proporción del 20%; al resultado de las encuestas de calidad, en una proporción del 20%; al cumplimiento de los procedimientos de contratación de la gestora, en una proporción del 20%; a la evolución de los ingresos de la gestora, en una proporción del 20%; al BAI de la actividad bancaria del Grupo, en una proporción del 20%. Estos mismos indicadores aplica a aquellos empleados que no están en el colectivo identificado&#13;
(iii) Aquellas personas que dentro del colectivo identificado tengan funciones de control sobre la actividad de la gestora, tienen su retribución variable referenciada a la consecución de un objetivo vinculado a su actividad de control, que en todo caso es independiente de las áreas que este departamento supervisa. Estos mismos indicadores aplica a aquellos empleados que no están en el colectivo identificado&#13;
&#13;
Tras la consecución de los objetivos, se determina la bolsa que se distribuye entre los empleados de la Gestora, entre los cuales están los empleados incluidos en el colectivo identificado, de la siguiente forma tal y como se estableció en el esquema de retribución variable aprobado por el Consejo de Administración de la Gestora. &#13;
&#13;
&#13;
La distribución a cada uno de los empleados que integran el grupo separado por las funciones descritas en la letra i) e ii) anterior es: a) un 40% en función de la consecución de un objetivo común, b) un 40% en función de la consecución de un objetivo individual, y c) un 20% basada en criterios cualitativos de desempeño medibles y objetivables, entre ellos aspectos relacionados con el cumplimiento de los límites establecidos y con el riesgo operativo.&#13;
&#13;
En el caso de los empleados que tienen funciones de control, su sistema de retribución variable es independiente del resto de empleados de la Gestora. Tienen asignado un Incentivo Target individual al cual se aplica el porcentaje de consecución de los objetivos establecidos para calcular su retribución variable anual.&#13;
&#13;
En base a esta política, el importe total de remuneraciones a sus empleados durante el ejercicio 2018 ha ascendido a 2.635.783 euros de remuneración fija y 528.957 euros de remuneración variable, que representa una remuneración total de 3.164.740 euros, correspondiendo a 45 empleados.&#13;
&#13;
No existe remuneración ligada a la comisión de gestión variable de la IIC.&#13;
&#13;
Los altos cargos de la entidad han percibido una remuneración total de 238.869 euros, que se distribuye en una remuneración fija de 185.026 euros y una remuneración variable de 53.843 euros.&#13;
&#13;
Se han identificado 4 empleados que tienen una incidencia material en el perfil de riesgo de la IIC en el ejercicio 2018. La remuneración total percibida por este colectivo asciende a 393.676 euros, que se distribuye en una remuneración fija de 316.217 euros y una remuneración variable de 77.459 euros.  &#13;
&#13;
Adicionalmente los miembros del Consejo de Administración de la Gestora, que forman parte del colectivo identificado han percibido por su condición de Consejeros una remuneración de 34.000 euros, que es fija en totalidad porque no tienen asignada retribución variable. El único miembro del Consejo de Administración que percibe una remuneración por su condición de Consejero es el Presidente del Consejo.&#13;
&#13;
A la fecha de elaboración del presente informe la remuneración aquí detallada no incluye, por no ser todavía definitivos los importes asignados, un plan plurianual de incentivos con devengo el 31 de diciembre de 2018.&#13;
&#13;
La información actualizada de la política retributiva puede encontrarse en la web del grupo de la gestora (www.bankinter.com) en el apartado Información al inversor, donde puede consultarse, una vez determinado, el detalle del plan plurianual de incentivos señalado en el párrafo anterior. &#13;
&#13;
La política de remuneraciones aprobada no contempla la transferencia de participaciones de la IIC en beneficio de aquellas categorías de personal cuyas actividades profesionales incidan de manera importante en su perfil de riesgo o en los perfiles de riesgo de las IIC que gestionen.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22018_V-87419040_da">No aplicable.</iic-com:AdvertenciasCNMV>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
<iic-ges:ComparativaRentabilidadMedia>
<iic-ges:ComparativaVocacionMonetarioPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">836109775</iic-ges:ComparativaVocacionMonetarioPatrimonio>
<iic-ges:ComparativaVocacionMonetarioParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">17522</iic-ges:ComparativaVocacionMonetarioParticipes>
<iic-ges:ComparativaVocacionMonetarioRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.29</iic-ges:ComparativaVocacionMonetarioRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">1525533714</iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">61651</iic-ges:ComparativaVocacionRentaFijaEuroParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.52</iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionMixtoEuroPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">400812926</iic-ges:ComparativaVocacionMixtoEuroPatrimonio>
<iic-ges:ComparativaVocacionMixtoEuroParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">18938</iic-ges:ComparativaVocacionMixtoEuroParticipes>
<iic-ges:ComparativaVocacionMixtoEuroRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-4.05</iic-ges:ComparativaVocacionMixtoEuroRentabilidad>
<iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">1697525452</iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio>
<iic-ges:ComparativaVocacionMixtoInternacionalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">8348</iic-ges:ComparativaVocacionMixtoInternacionalParticipes>
<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-2.90</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">109026988</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">3972</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-11.24</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">1602728272</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">7666</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-5.97</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">575722722</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableEuroParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">36420</iic-ges:ComparativaVocacionRentaVariableEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-11.74</iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">1030007011</iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">73550</iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-11.02</iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad>
<iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">3381261</iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio>
<iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">119</iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes>
<iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.41</iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">82252002</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">2473</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">1.16</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">972621980</iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">25827</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-0.76</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad>
<iic-ges:ComparativaVocacionGarantiaParcialPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">81333954</iic-ges:ComparativaVocacionGarantiaParcialPatrimonio>
<iic-ges:ComparativaVocacionGarantiaParcialParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">2747</iic-ges:ComparativaVocacionGarantiaParcialParticipes>
<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-4.73</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
<iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">32976202</iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio>
<iic-ges:ComparativaVocacionRetornoAbsolutoParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">8750</iic-ges:ComparativaVocacionRetornoAbsolutoParticipes>
<iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-1.27</iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad>
<iic-ges:ComparativaVocacionGlobalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">10522677</iic-ges:ComparativaVocacionGlobalPatrimonio>
<iic-ges:ComparativaVocacionGlobalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">272</iic-ges:ComparativaVocacionGlobalParticipes>
<iic-ges:ComparativaVocacionGlobalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">10.57</iic-ges:ComparativaVocacionGlobalRentabilidad>
<iic-ges:ComparativaVocacionTotalPatrimonio contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="euro">8960554936</iic-ges:ComparativaVocacionTotalPatrimonio>
<iic-ges:ComparativaVocacionTotalParticipes contextRef="FIM_S22018_V-87419040_da" decimals="0" unitRef="pure">268255</iic-ges:ComparativaVocacionTotalParticipes>
<iic-ges:ComparativaVocacionTotalRentabilidad contextRef="FIM_S22018_V-87419040_da" decimals="2" unitRef="pure">-4.18</iic-ges:ComparativaVocacionTotalRentabilidad>
</iic-ges:ComparativaRentabilidadMedia>
</xbrli:xbrl>