<?xml version="1.0" encoding="UTF-8"?><!--Generado por RD Sistemas, S.A. [J16F]--><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_S12020_V-55330591_da">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-01-01</xbrli:startDate>
<xbrli:endDate>2020-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-07-01</xbrli:startDate>
<xbrli:endDate>2019-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_daa">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-01-01</xbrli:startDate>
<xbrli:endDate>2020-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_daq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-04-01</xbrli:startDate>
<xbrli:endDate>2020-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpq">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2020-01-01</xbrli:startDate>
<xbrli:endDate>2020-03-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpq2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-10-01</xbrli:startDate>
<xbrli:endDate>2019-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpq3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-07-01</xbrli:startDate>
<xbrli:endDate>2019-09-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dpy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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_S12020_V-55330591_dpy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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_S12020_V-55330591_dpy5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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_S12020_V-55330591_dly3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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>2019-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_dly5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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>2019-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_ia">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2020-06-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_ipy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2019-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_S12020_V-55330591_ipy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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_S12020_V-55330591_ipy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-55330591">GINVEST GPS, 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: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_S12020_V-55330591_ia">GINVEST GPS, FI</iic-com-fon:DenominacionFondo>
<iic-com:DescripcionGeneral>
<iic-com:RegistroCNMV contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">5307</iic-com:RegistroCNMV>
<iic-com:XCode_TipoInforme_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_TipoInforme_02>
<iic-com:XCode_PeriodoInforme_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_PeriodoInforme_02>
<iic-com:AnoInforme contextRef="FIM_S12020_V-55330591_ia">2020</iic-com:AnoInforme>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
</iic-com:DescripcionGeneral>
<iic-com:RatingDepositario contextRef="FIM_S12020_V-55330591_ia">ND</iic-com:RatingDepositario>
<iic-com-fon:FondoCompartimentos contextRef="FIM_S12020_V-55330591_ia">true</iic-com-fon:FondoCompartimentos>
</iic-fim:InformacionGeneralFIM>
<iic-com:ConsultaCarteraInversiones>
<iic-com:DireccionInforme contextRef="FIM_S12020_V-55330591_ia">N/D</iic-com:DireccionInforme>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S12020_V-55330591_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S12020_V-55330591_da">N/D</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
<iic-com:DirWebInforme contextRef="FIM_S12020_V-55330591_ia">www.ginvest.es</iic-com:DirWebInforme>
</iic-com:ConsultaCarteraInversiones>
<iic-com:ConsultaGestora>
<dgi-est-gen:Address>
<dgi-est-gen:AddressFormat>
<dgi-lc-int:Xcode_UN3477.05 contextRef="FIM_S12020_V-55330591_da">05</dgi-lc-int:Xcode_UN3477.05>
</dgi-est-gen:AddressFormat>
<dgi-est-gen:AddressLine contextRef="FIM_S12020_V-55330591_da">CL. CERVERI, 16, 1 Planta&#13;17001 - Girona&#13;Gerona</dgi-est-gen:AddressLine>
</dgi-est-gen:Address>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_S12020_V-55330591_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_S12020_V-55330591_da">info@ginvest.es</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
</iic-com:ConsultaGestora>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12020_V-55330591_ia">GINVEST GPS BALANCED SELECTION</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12020_V-55330591_ia">2018-10-19</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">001</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12020_V-55330591_ia">4 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12020_V-55330591_ia">El compartimento invertirá más de un 50% de su patrimonio en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora e inluyendo IIC de gestión alternativa (UCITS).
Se invierte directa o indirectamente entre un 45%-55% de la exposición total en renta variable (si bien en condiciones normales de mercado la exposición estará en torno al 50%) y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos).
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12020_V-55330591_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12020_V-55330591_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.53</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.44</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.53</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.15</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.41</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.16</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.41</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-0.08</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2100639.60</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2031643.86</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">190</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="pure">151</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12020_V-55330591_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12020_V-55330591_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">22598430</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">21429415</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy2" decimals="0" unitRef="euro">2315031</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ia" decimals="4" unitRef="euro">10.7579</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy" decimals="4" unitRef="euro">10.5478</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy2" decimals="4" unitRef="euro">9.4893</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.18</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.18</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.68</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.68</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12020_V-55330591_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">1.99</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">13.45</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">-10.10</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">2.01</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.09</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">11.16</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">-1.37</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-4.11</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">1.83</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">2.80</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-06</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-24</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">14.40</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">9.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">17.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">3.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">4.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">4.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">42.39</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">32.70</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.56</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.51</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.60</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.22</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.16</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12020_V-55330591_daa">BENCHMARK BALANCED SELECTION</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">20.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">14.02</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">25.19</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">4.07</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">5.30</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">4.86</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">7.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">7.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">7.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">4.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">4.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.70</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy2" decimals="2" unitRef="pure">0.54</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12020_V-55330591_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16002112C1407202025290945.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16002113C1407202025343642.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12020_V-55330591_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21067140</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">20796327</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21067140</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">20796327</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1645701</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">838604</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">-114410</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">-205516</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">22598431</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">21429415</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">21429415</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">14108490</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">21429415</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">3.38</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">40.23</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">3.38</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-89.46</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.05</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">2.48</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.05</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">4.03</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.81</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">3.29</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.81</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">7.15</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.14</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.03</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.14</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-648.37</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.14</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.23</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.14</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-25.81</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">3.10</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">3.49</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">3.10</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">11.27</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">747.73</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.77</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.82</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.77</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">17.27</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.68</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.73</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.68</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">17.86</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">25.09</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-10.54</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">332.91</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">4.03</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">143.68</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">143.68</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">22598430</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">21429415</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">22598430</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1819479939</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Equicher Artif.Intel</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">618278</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BYXHR262</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|MUZINICH BND YLD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">554536</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0010758771</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Groupama Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">224117</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">365418</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0345362361</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity FDS Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">597894</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">503969</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BD5HPH84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Dragon Cap-Vietman</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">526005</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">543834</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0439765594</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1238055</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">5.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1094293</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0828818087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Janus World Hi Yi A2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">285854</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">269528</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1321847714</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Blackrock St EMMK EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">450972</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">494888</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0336683767</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM L- Bonds Emergi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">949297</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">879893</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BFY0HF43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Baille Giff US Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">933590</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">826523</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BF5H4Q45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1255982</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1170327958</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BLUEBAY-HIGH YIELD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1080969</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1002183</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0011188259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Echiquier Aegnor Mid</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">950756</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">876795</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0378818131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|X Global Gov Bond 1C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">679188</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">701624</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BZ0X9Z19</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Comgest Growth jpn-e</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">676456</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">631902</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1120697633</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">654847</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B78FDY06</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Nomura US High Yld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">282505</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0013202140</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|SEXTANT BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">914607</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">868280</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1732799496</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Alger Small Cap Focu</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">937810</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">818410</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233242</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Evli Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1899551</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1817486</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">8.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0622306065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|GS Emerg Markets CB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">441098</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">418242</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1484142465</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">607680</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">601394</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B1ZBRP88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1227239</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">5.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">323453</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fund-European SM&amp;MD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">742445</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">616199</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B65YMK29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Muzinich Short Dur</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">531402</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2014330</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1919735</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">8.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">BE6213831116</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM INV REAL EST EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">591211</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0151325312</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">688375</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0318940003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity Europ Gr E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">603768</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">742148</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0360484686</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|JPMorgan US Advantag</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1224366</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">5.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1161058</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21067236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">93.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">20793202</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21067236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">93.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">20793202</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21067236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">93.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">20793202</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16002770C1407202025023699.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAETAuQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+/iiiigAooooAKKKKACiiigAooooAKKKKACiiigAor+ev4+/8Fkv2yvB/7aP7bf7Kv7K//BJ/xB+2R4X/AGC9O+BGufGz4peFP2w/hx8MPEsOi/Hj4L6f8ZPD82hfBjxp8MLnxB4q1WKzi8Y6JY6B4G8R+MNT1W58KR3FzFo0/iLStNr7B+EX/BV74GfH3Vf+CZM3wsvfCX/CMf8ABTHwb+0F4s+Hen+Pdd+JmhfFjTbj9nnwDbeLfHXhfwx4V8EfA/4m/CXxHr/g3WRqvhv4lL8TPj78CtP0RNJlv/hnffGXVJW8NW4B+qdFfkr4M/4Lrf8ABJr4h+MfjV4B8Eftn+A/Evir9n34e/Fb4qfEzT9L8J/FOe3h8BfBDw7q3i/4pa94G1c+A10X4vDwn4W0HWvEVxpnwh1Hx1rOpaLpV/qWi6fqVpayyr8y/sp/8HLP/BLv9or9nu1+PPjv4v3H7NzQfGrwf8C/GHgr4neEviRfSfDfxn8Ydf8Ajm3wBtvHHj/w74BvPhnp9v8AE34a/ATxf8S9c8Rad4r1X4e/Ci0huNA+IPjvTL2Cyu9VAP6BKK/FXxN/wWy/Z51LSfi34x/Z+v8A4f8Ax38FeA/+CWXx1/4KeeB7H+3/AI+/DD4o/E3wb8EPH3jf4c3ukR+FfGv7KifDjwl8Otd8VeBtR8OQ/ELU/jNffFS112VLmz/Zu1rwE1r4/vfS/wDgnd/wWY/Yc/4KO2Pgbwf8IvjJ4Ii/aX1L4GfDn4x/E/8AZytNU8R6prXwz1Dxf4P8N+IvF3gnS/Gut+DPBnh34o3fwv1rxAfCfi/U/BMU82lajZO3iDRfDlxI+n24B+r9FfAHhn/gqP8AsJ+MfgT+y5+0v4c+Of8AaPwS/bR/aA8Pfsufs0eNf+FZfGKz/wCFlfHbxV4x8c+ANB8Df8I5f/D618W+Dvt/i34a+NdJ/wCEm8f6D4V8HWv9i/b73xDb6ZqOk3t/Zvf+CoX7AmnftjWP7AF5+054Bi/a71EJFbfB8Q+JZbldUl0g69B4Yu/GUOgyfDvT/G11pGy+tPAl/wCLrbxleQzWwttClkurZJQD72or8s4P+CpXwRtf2eP28P2gPGvxG/Z9+Hvhf9iv9pr48fsq6l4k1Tx98bbjwSvxO+E8fhuw0Dw58TbzxV+zN8NvFuieOtc8TeK9F0nxL4R+BXhD9pHwtYx3dt/wrP4p/F/UZbrT9Owfgf8A8Fe/2Ltc/wCCeV7+3r8Sf2uvg78QPhV8JV8KeF/2jPjH8EfhN8dNC8GeE/iZ4m8SeFPB9votj8C/EFl4/wD2hPDFje+JvHPhax0az8TaZqWr3mj6rZ+LboWOg3E8tgAfrVRXwF+yN/wVK/YB/bx8f/Er4XfskftMeCvjX47+Edt/aHjjQPD+meMNKkttGGpporeI/D194p8NaDpfjvwrHqs9pYTeK/Al94l8OQ3Go6UkuqJ/a2mm6+Yv29f+CrHxM/Zl/au+Gf7Dn7K37E3iT9t/9qLx38C9a/aX1XwFb/Hv4Z/s46NoXwa0jxZqvgr+09D8WfEvT9YtvHvjW413w/rrL8PfD2nrro0mwGqwNdQPMlsAfs1RX5n6z/wVZ/Zg+Dn7Fnwk/bW/bUk8d/sJeF/iisOkS/Cv9pL4e+PPD3xr8M+PorvWdP1XwLN8KtM8Laj8Rtdv7abw9q2r6ZfaP4Qli1jwUuneNlt7PQ9TglX1K5/4KR/sMWn7H6ft8T/tLfDpf2RJNPF/F8aI7jVZ9GmlOsP4d/sGDQINLk8Zz+M18Qxy6A/gOLw2/jVNbim0l9AXUIpLdQD7eor8H/2p/wDg4s/4Jt/s2/BH9kP9oTSPilJ8Zvhd+2H8ZJfh34N8TeBtA8bw23gzwH4G8ReF9K/aD+LfjzS7vwZN4s0SH4GaZ4w8OX+ofC2fwwnxZ8b6j4i8P6d4R8JXWlTa94k8OfR/xW/4Lb/8Er/gcf2fV+LP7Y3gDwNJ+1D8M/h98ZPg1BrPh74jrc6v8LPirpdprXw/8d+Mba18FXNx8I/DviXS7yO8tL74vR+BEt44b5b8WkmmailqAfqjRX5y/tN/8Fbf+Cd37G/xT0X4KftJftL+Hvhp8T/E3wt8J/Gfwr4WuPB3xN8TS+L/AIeeOfiLcfCrwpqvg/U/BfgnxJoni3V9Y8Z2Wo28Pg7w5qep+NIPD+lax43vPD1v4H0fU/EVovj3/grh/wAE4Phh+1lo/wCw549/ay+HPhv9qLXNX0Hw7Z/DO9t/FcsVr4m8Ux2kvhvwprvjuz8OXPw28M+LddGo6amleFPEnjDSvEN9Nqml29vpsk+p2MdwAfozRX5q/tCf8Fhf+Can7Kn7Reg/sm/tBftZeA/hp8ffEDeGUh8D6to3jvULXQ28ZC2l8Mr448aaB4T1bwD8OTq9pe2OqW//AAsDxT4Z2aLf2GuT+To97a3sv6VUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFfmB/wVT/4KE+O/wDgnb8LP2dvFnwt/Zp/4aw+Jv7TH7X/AMI/2Ovh18JP+Fy6P8Cvt3jv4zeHPiHqXhG8/wCE98ReCvG3h+2+0+IPBOn+Gfs+u22g6PD/AMJH/bOp+J9LstInju/nb4H/APBYzxdrsX7afw2/bE/Y/wBS/YM/at/Y1/Zh8Sftfa18H/ih8abP4t/DLxr8A9E0PxBef8LK0f43/Ab4Y+PNVu/CejeINBOgePrjwL8H/iR4g8Om/hXwp4Z+Ifia01LwjZAH7kUV+SXxL/4Lcf8ABOb9nL4WfsqePf2q/wBpn4c/CDW/2s/gb8N/jr8PPDvhzSvjb8TrDUfCHxE8OaXrVh4l024svgl4b8f6d8PLq7v7mx8N+M/iz8LPg/qGuRadeNqvhDwtren674c0XzLxR/wX6/YB8Kf8FH/h9/wTkv8Ax3d3Xir4keA/hJqHhf4vaNoni/xN8ONf+Mf7Req/C64/Z4+B3hm58J+EtfXXLv4nfDb4o6L8U3+LEl/pvwb8M6FeaFouoeNLjxLqGu6Z4TAP26or8LvF/wDwcLf8E1tY/Z6+L3xu/Zs/aV+E3xfvfg/8OvCHxV8TaR490z9qX4WeEfDngnxX+0F4V/Z1hvfiJ4g8Gfsm/HT4k+BtZn8a+J7WPw94Pj+CfiTxlrtvfeGfE9zoGifCvxGvxO01vjv/AIL9/sV/s+/t2ftg/sU/theLvCn7MX/DN/iD9lvw18MviX4l8TeKfF//AAvzUf2ivg6fiz4guX8G+F/hlKPhR4f+EX2vw/oHiHxZ4j8V634Vuf8AhI9L1XV9Z8I/aLfTbkA/dOivnTT/ANrT9nrVv2l7H9j/AEr4j2ep/tDan+zpbftaab4G0/QvFd7Yah+z1e+P0+F9n8R7Hx9baFL8N7uzu/HEsej22hQeL5PFc8Mia1FoT6C66mflnxD/AMFi/wDgmx4T/Y8+HP7fHif9qPw54f8A2U/i7r+u+Fvhj8SNY8E/FXT9W8c+IfDPirxP4L8QaT4b+Ftz4Dj+L+pXmkeIfBnieC+SHwERBp+kza8zf2BLbanOAfpjRX5+Xf8AwUP+CesfGX/gnv8ADz4YeOvhJ4+8H/8ABQ7w58efFvwi8Wjxd8VLbxH4p0D4I/C/SfiZe33ww0Hwr8A/Hnw58RPDY6osfjqx+M/xp/Zz1DwlaRMnhS0+Jvi+HUfBGm+F/Bv/AIK2/ss/Fv8A4KI/F39inR/2v/2Wte17w5Z2HhT4Y/Bvwhovxduvi7r3xM8LWup3/wAYV8R/GHX7LRPgFqV14fltLjQdG+D3wybxv4xtovDWu+LPEHjK3mlu/BHhkA/XeivyC8Uf8F7f+CRfgn4v638BfGP7aXgrwv8AFrwz8c/Gv7N/iXwjr/gb4w6TL4b+Lnw91+18L+LNH8Rave/DqHQND8MWHiC6/smz+Juq6rafC/Xbuy1hPD/jLVF0LWmsPr79tb4zftY/A74WaB4s/Y6/Yv8A+G6PibqPxA0rw7rvwk/4aL+G37Mn/CO+BLvw54r1LU/iL/wnvxS0vV/D+r/2R4g0jwx4Z/4RGztk1i//AOEu/tm3nWy0DUI5QD6/or+YL9nv/g4C/aO+Lf7Fnjz/AIKJfFv/AIJy/D/9lf8AYl0f4ft4i+Hv7S3xS/bmuvHfgTxx47h/ad8Cfs0zfDrXfAPwB/ZE+Lf7TXgf7RrWt+PL3TPF0f7PXivR7jWPAmn6PqUGj+GvGVv4+0T9KP2gP+C3P/BLT9lf46+N/wBmn9oT9rjwr8LPjb8OfEPw28M+M/BXiPwN8XM6JqXxa8H2Pj3wTcv4j0/4fX3hK98PXHhLU9L1bxH4t03Xrzwp4DGqaZZePNa8NajqNnZzgH6q0V8G/tif8FPP2C/2A9F+Hev/ALW37Sfgv4Taf8WjNJ8N4/7O8W+O9W8YWFtHYyXWu6P4f+Gnh3xlr03he1TVNN+1+K5NNi8NWrahZJcarG91Cr/YHw7+IfgX4t+BPCHxP+GPizQfHfw88f8Ah3SfFvgvxn4X1K21fw94m8Na5ZxahpOs6PqVo8lvd2N9ZzxTQyxseG2uFkVlUA7Kivw4+B3/AAWv8K/Gn/gqv8UP+Cb8fwE1Xw34D8M+IPjf8LPhT+1VN8RI9T0P4y/tCfsz+DvhL42+P/wX074cDwHp6+H9V+GejfEjU7rVdVj+IviOZrTw9pV1Nodl/wAJS0OgfaN7/wAFQv2BNO/bGsf2ALz9pzwDF+13qISK2+D4h8Sy3K6pLpB16Dwxd+ModBk+Hen+NrrSNl9aeBL/AMXW3jK8hmthbaFLJdWySgH3tRX80XgX/g6I/YB+MXwr/bN8dfCvxNoGleIf2UtfbV9B0f46xftF+AfBvxU/Z5HxW+APwTsP2jrvxh8I/wBlX9onxR4A8PeLfiV8dbPw34M+Gx+GPjH4tyPY6Lq3j7wf8O/D2teIdZ8C/tVL+3P+yrba7+154Zv/AIs2ek67+wb4a0Xxl+1jp+ueFvHWhSfCTwj4j8Aan8UdB8T3UuseF7G38XeH9X8CaLquv2Gr+AJvFdhcpYXGnxztqyfYCAfWdFfml8df+Cwv/BN79mb4P/AP47fHf9p3Qvhr8N/2oPC2leOPgRd694E+LD+LfH/gzWtM0rWdP8V2vwy07wFffE7RfDj6Zrui3VzrPibwfounaeuq6emo3FrLdwRv99/Dv4h+Bfi34E8IfE/4Y+LNB8d/Dzx/4d0nxb4L8Z+F9SttX8PeJvDWuWcWoaTrOj6laPJb3djfWc8U0MsbHhtrhZFZVAOyooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP5cfGfhD/gr5+yP/wVM/4Kw/tAfsh/8E2dB/am+Gn7eNh+xVp/wt+M/in9sD4BfBfw18O9X/Z3/ZlX4c6n4i1/4aeIdU1f4j+M9Hg8ceLdZh1HRTZeBdQntfBcr6Ld6tZ+I9P1G1Z+zL/wSK/aS/ZK+KP/AAbf+FtK0bTfiP4B/wCCePgz/gpi/wC1r8TtF8U+FrDQ/A3jj9rn4Tvqnh6y0DRPE2saD458baBqXxW8TeI/CGhah4V8J6pdWek6VZ654s0/wzZ3ilP6kaKAP5YP+Cbv7Ev/AAUh/Zb/AOChWl6F4C+BPjT9i3/gmL4Sl/aDvfH/AMGfEH7fXg79sf4AfEm98cDU9V+Gbfsl/C6T4U+APir+zfHpnxI1WXxv4mg8XWtrHruiT6hYXEllq5vbfxT8c/BH/gmD/wAFJo/2Bf8AgmT/AME9/jR+xT4di8O/8E+f+CyP7O3xu8W/ES1/aD+BnjTwj8ef2T7j4rftWfEb40/FWPwTdeI9H1jwzo3ge1+KfhnwzJ8N9V/tz4i+OdO1uPU9I8JiaHXdC0T+2WigD+b3/goL+wJ+1Z8a/wBvj9uL40fCf4SR+I/hf8Yv+DcX9pz9g/4d+I4vG/w00FfEf7W3xI+Nvjjxn4Y+Fp0TX/GGj6/pMmu6Nrdnq0vj3XdJ0z4cWkt48OreMrTUEuII/mL/AIJr/wDBPX/gov8A8NTf8EqfG37V37JHwa/Y9+Gv/BKL9jbx/wDByx8XfD/4z+BPif4o/an8Z/GX4VW3gGbT9d0LwK1xN4PPgaXUNX8XeNYNY1HWfD158Wbnxn4j8EeJvFGj+M7ebR/636KAP4afgZ/wTm/4LL+Bfgt/wSe/4J/+MP2KfhlB+z1/wTb/AOCtPwg/ad8S/tO+H/2n/hVq/iH4s/C7SP2gfix8StQ+IHh34T3+saJqnhjwj4I8P/FLxedf0fVdRv8A4p+Kbm68C23hf4cxyWHith+ivwa/Ye/4KB/AL9vn4xeAtM/Y6/Y2+O37I3x1/wCCp3if/gpldftvftCap4a8f+N/gxovjXQNKXUfhf8ACP4OvqWi/Ebwd+0N4AvtKuNG+DHxpsn13wZ4PtNa1We60u6g1q6TTP6gaKAP4/fG/wDwST/bq8TfsyftuRaH8JfAd18W9J/4OP8A4r/8FZP2e/gp8UfHfga8+HX7V/wE0+88Ljwh4R8Zal4e8Qa/o/hjRvibYz67cP4U+IsvhrV7a68PWtj4s07w3DqNtqMfn/x1/wCCWH/BSL9o79gj/guH8R/Ev7M/gb4VftZf8FSfiz+xd4o+G37D3w/+Mnwq8Qab8OvDX7MPxY+HF3rOueJPjDc6v4J+D+p/ELx54etvFXjXxrqtrrFkniTUdCi1N3HifxKPDNh/aFRQB+LvhL9iv4leAv8Agutp/wC1b4I+EOheEf2QtK/4I5aR+yRpvi7w5qXgHRtKsvjL4f8A2tNO8aaF8Obf4f6frUHjiO30f4O6PpLab4iHhH/hDbLSNMsPDNv4gjv7O30iP5I/4Lt/sFfGn9r3x/8ACLW/DP8AwTG/Z/8A+CjXwu0n4X+KPCMyL+0fqn7Hf7XHwa+Jd3rzalo/izw78btX8bWHw68U/BltOnhkn+F+p+Bdf1n/AISy01LVG1GCw1OOBf6WaKAP4x/2p/8Agjr/AMFQPFX/AAT/AP8Agj1Ha/EP4q/GX9r7/gnunxpt/ix4d+A37XGjfswfHHxD4f8AjYtnH4TsPhN+1V4+8L+M/CegeLvgV4U8O+FPhdd67ruh6hbeKPCb+KYdHvJFvoZ7jvdA/wCCPn7W3g7/AIJcfCXw/wDDv4TeNn/ag+EH/BU/4a/8FULz9l39qP8AbT+HX7SuvfGXXfAq6bp/iv4Q+N/2kvCnwH+BXwz067+JUkWoeNL23vdA8ZaKni6a81fW/iXqlz4lntfDn9fdFAH8qf7R/wCx3/wUq+Mn7FX7Mvxb039gj9kb4bftY/BT/gsz8K/+Cm+q/sTfs3+NfAHwjtfGXgP4eS+LIm0P4r/HfVNZ1T4W+PP2n/F15rFlqHxO+Nli1hoXiHRo7O7sPC0uuaOPD+o+VftwfsD/APBULxn8cf2+viJ8D/2K/gP8Z9F/4LIfsc/s3fBX4oXXxb+Onw60vxH/AME6/H/gX4YWfgDxtp8Vxqdnex/FLwfpV1O/jK3vPhHHqN3qPxO8M+EPHmm24k8Gabpvif8AsBooA/ny/Zz/AOCa/wAYfgr/AMFYf2XPi94o8I2fxH/Z5/Zq/wCCDvws/YR034/azq/gua61T9pT4ffHKGLU4LfwTeeIbn4i2WoeJfhDceItWvPFH/CMv4VbTvEWp+G5vEsuq3U+mSfit+0h/wAEIP28fF37cn7XGgnwh+1l8XP2SP2wf2xta/aih8dfBD/gqR8J/wBkz4E+BE8YeJ7HxtYt8Zv2aPiB+zH+0P418f8AxF+EevwrZeF/GHg/RtSVtE8N+EItGtbG8sDcW3921FAH8sH/AAUv/Yl/4KQ6h+39qfx+/wCCYHwJ8afBn4m/GiL4B2XxM/bY8Hft9eDvCfwP8SWXwvuNM0Ur+1v+wf47+FNxqnxXk8H+Bk1rwZ4Tn+HXjLxDINAk0fW1jGpTeIPB17/U/RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+IP/BdD9n39rH44/Cz9gzxZ+x18AP8Ahpj4m/sn/wDBT/8AZd/bF134Sf8AC1fht8Gf+Ei8CfArw58XNS1Oz/4T34pa1pHh/SP7X8Qav4Y8M/aLO28R6xYf29/bNv4Y1ey0vUI4vhvWP2L/APgpF+2p4h/4Kfftt/tM/st+D/2XPjT8Zv8Agj98bf8Agmb+yd+yF4d/aB+Hfxr8Sa0fG1t4/wDiHJ4h8f8Axg0Q+GfhZp954k+J2raJonhe4m1LSrLT9K1W+Hik6Ha6HHrGtf1RUUAfx7ftVf8ABOj/AIKDeH/2bP8AgmXrv7JP7JXxPs/28PgV/wAE1Pgd+yH4w/aP+BP/AAUY+HH7M3i74JeJfBvgDwr/AGh8M/jR8NfE3gbxj8Nf2l/gP4Q+Jljc+KZdK8E/FAXXizUv+EhsbNtPtovCvi2f7jh/Zt/4KQfCf/grT+xH+2jqfwY8IftT6J4p/wCCW/wo/wCCfP7aHxQ8KfFv4f8Awni+EnxUtvj3p/xk+Ln7QeleBvFttper/ELwdd6glxN4c8C+BdHtdXure61IP/YsumaVpOu/0TUUAfx06f8A8Elv2zdK/wCDU3W/+CdGm/s6abY/t3eJNSGsa/8ACa1+IPwWhvdY1Rf+ChegfFoX+o/FBPHw+FV1df8ACh/C3hrVTNL4/Zzp+g6T4YJPiCwttEjpfty/sEf8FR9f/bW/4Lcax+z7+wX8Gfjv8Fv+CoXwk/ZT/Z18E/HL4n/Hz4TeCNY+FeleF/2dfDPgLx18UdC8G3+o6z4q1Pw74F8X6ff3OveHdU0/wh4tuvGvhb4V+OPAFj4303w9f2c39kdFAH8tnjT9iT/gpZ+xD+2l+xb+0N+xV8A/hn+2pY/Dv/gjp8Mv+CVPju/+IHx20D4G2XgHxd8MviJpvjix+PvioeI7e/8AEfjDwffX+maNc3vhTwPpmseLdUsrfxJYGTQr6fRtSn+UvgH/AMEwP+ClP7MH7CH/AARD+JHhb9lvwb8YP2rf+CZHjn9v2b4nfsP+OPjj8KPCumePPDv7YfjX4r6doHiPTvi3b614w+EJ1/wD4e1bwx400yGTX7mSKPXru0SWDX9OutJP9oFFAH84Hg/9hb9sYftQ/wDBvb8W/Ff7Nn7NHwm0X9jfwz/wUmvP2tvCX7H2neD/AITfs5/s96z+0x8E7PRvhZ4X+HXwv1rxzf8AifXBrXiWeXR/FmofD2Hxjps3jiPxN4y1CTRPDetWE4/Pf9lz/gkZ/wAFIfBvjD9gH9ir4jfAD4FeDf2YP+CdP/BQzxX+3Lb/APBRLw/8UvCWtfFX9pjQYvGnijxv4Y+HN18M7S2T4m6F4s8ZSeINP8K/E/VvE8lp4c1Pwt4Y8FWKTXL/AA30qXxh/aPRQB/G/wDHP/gkR+2B4x/4Jj/8F7/hB4c/Zn0LUv2n/wBtj/grf8Rv2j/2bbRvHHwQtfEHxM/Z3k/aU+AXxB8AeLP+E61Dx3baB4MtrPwna/G/VdL8KePPEvhTxfpC6t4l06Xw9Z6h4sisdX/sgoooA/kC/wCHXH7dn/EJ5/w7R/4UZ/xm1/0RX/hZvwd/6SS/8L9/5KP/AMLB/wCFS/8AJJf+Ks/5Hz/qBf8AIy/8SavlT9qL4SftrfHr/gqt/wAHHfwG/Y+/ZR+C/wC0fH+0b8H/APgn9+zf8T/GXxR+J/hb4bav+znp/wAVf2SPDs3hz4uaHB4n0u7bxx4c0MeFfEWsa/4Y8NX9p4stPG3h/wCFXi3RtN8RN4an0mX+6iuB8PfCn4XeEfHPxD+KHhT4beAfDHxL+Lv/AAiX/C2PiH4e8HeHdF8c/E//AIQHR5/D3gT/AIWH4t03TrbX/Gv/AAhWgXNzofhL/hJdQ1P/AIRzR7ifTNH+x2UskDAH8zX7RX/BO79vT9lr41fsT/tFfsi/s9/B3/gote/BT/glBpv/AAS0+IXwn+MXxG8HfDCPRtQ0S3tTaftG+H7n4ng+GdWtPE7SX/hz4j+GhdJ4h8SfD+XWfBUSpF4rm1vQv1V/4Jn/ALKPxk/4Jw/8EpPgl+zNqENl8a/j38Cvg38RNWPhzQdcsrLSfFvxR8UeJPHfxXtPhl4e8T+K7vw7pcOjWXiTxXB8OtC8Sa/d+HdKOm2Fnq2oPoli0gtP1OooA/h9+Ev/AARL/wCCwf7Pnwx/Yp/ajj/aQ0j43/G74G/tcaD+2d42/YBsvg3+zv8AD/xHpnjz4/eL7C2/a403/htG4+LttH4+1jUPh/rGu6Z4itdY1pvBuvWenrp/g+aeTRvCgvP0B+DX7D3/AAUD+AX7fPxi8BaZ+x1+xt8dv2Rvjr/wVO8T/wDBTK6/be/aE1Tw14/8b/BjRfGugaUuo/C/4R/B19S0X4jeDv2hvAF9pVxo3wY+NNk+u+DPB9prWqz3Wl3UGtXSaZ/UDRQB/Fh+0f8A8E3f+Cn+ufsd/wDBe39hTwX+x5pfjfw9+2n+3n4q/by/Zh+OmjftGfBHS7b4kv8AEz9rH9lrxpffB68+HfjDxL4Y1jwNq3gv4XfDXxR4v1Txh401vRtG1bU9J1HwpolldXsnh288S/bn/BZD/glf+1Z+1P8AtY/DLxn+yZHBpvwf/bK+Gngz9jj/AIKb6nbeKfDHhXUfDn7Onw/+PXw7+MehfFHQbDWfEGi6l4u8az+F7P4jfCq4h8P2Wua2/hXVLPw89kuk6rcalo39OdFAH84H/BRX9jX9tD4eft2/B39uf9hP9kj4H/tn+HdH/YE8ef8ABPvWP2Zfif8AEPwP8LNK+FOl674u1LxR4Y+LXhCX4iRr4Q1PRxpury+AfHvhe1ni1nxD8N7bVfBFpFFbeKpNa0H9If8AgkX+xz44/YB/4Jx/ss/skfEzxNp3i74hfCXwXrw8aavo1zc3uiweJfHXj7xd8S9X8PaHf3kFrc6hoXhC98ZS+EtF1GW0sjqGl6JaXi2Nis62kP6PUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8m/Av4F/BLV/gl8HdV1X4O/CzU9U1P4WfD3UNS1LUPh94Svb/UL+98JaRc3l9fXlzpEtxd3l3cSyXFzc3Ekk080jyyu8jsx9T/AOGe/gH/ANEP+EH/AIbTwZ/8paP2e/8AkgfwP/7JB8NP/UL0WvX6APIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWj/AIZ7+Af/AEQ/4Qf+G08Gf/KWvX6KAPIP+Ge/gH/0Q/4Qf+G08Gf/AClo/wCGe/gH/wBEP+EH/htPBn/ylr1+igDyD/hnv4B/9EP+EH/htPBn/wApaP8Ahnv4B/8ARD/hB/4bTwZ/8pa9fooA8g/4Z7+Af/RD/hB/4bTwZ/8AKWsf4LeHtA8K698edB8L6Ho/hvQrD4v6Z9h0XQdMstH0my+1fAz4K3tz9k07ToLezt/tF5cXF3P5MKedczzTybpZXdvd68g+Gn/I6ftCf9lf0X/1QfwPoA9fr5l8OfCz4Y+N/iH8ftW8afDnwH4v1S3+Keg6fBqXijwh4f1/UILCL4E/Be5isYbzVtPu7iOziuLu6njtkkWFJrm4lVA80jN9NV5B8NP+R0/aE/7K/ov/AKoP4H0AH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHkH/DPfwD/AOiH/CD/AMNp4M/+UtH/AAz38A/+iH/CD/w2ngz/AOUtev0UAeQf8M9/AP8A6If8IP8Aw2ngz/5S0f8ADPfwD/6If8IP/DaeDP8A5S16/RQB5B/wz38A/wDoh/wg/wDDaeDP/lLR/wAM9/AP/oh/wg/8Np4M/wDlLXr9FAHzjp3w98A+A/j54D/4QfwP4P8ABn9q/CD4zf2p/wAIp4a0Xw7/AGl9h8afAT7F9v8A7IsrP7Z9j+2Xf2X7R5n2f7Vc+Ts8+Xd9HV5BrX/JfPhp/wBkg+OH/qafs916/QAUUUUAFFFFAHkH7Pf/ACQP4H/9kg+Gn/qF6LXr9eQfs9/8kD+B/wD2SD4af+oXotev0AFFfnB/wUh/ak+Lf7MXh/8AZbi+EGo+H9B1f49ftPzfBTxJ4m1n9lH9of8Aba1Hw34Vs/2X/wBpv47PqHhP9m79lrx58PfjJ478QX3iT4IeGvD1zdaFrF5p3hHwrrfibxjr+lTaRoN1e2Gn4t+KP7X2u/GGb9m74QeLv2cNM+JXwU/Zt+B/xy+OnxD+I/wW+J2reCPi1r3xm8T/ABt8B6F4O+EfgTw9+0J4e1X4LaXfeIP2cviLrmreJfGHxH+O954D0fxJ4H0dPDnxDuo9W12UA/Qyiv51Pjp/wWs+I/w/8KeP/ix4Z+FPgnR/g/rH/BG34S/t7fBnxB45i8R6nqfhf9qv47/Db9tH4ufCT4LfGSPSPEPh+y1D4Y+MfCv7KV94dtdU0Z/BOuRfEmG08FQa9f6p8VfCMPhb6i8Wftw/tMfD/wDac+NU2u2HwG1/9kX4Xft8fsu/sAS+DtN8MeMvDP7SOneJf2qfgj+xX4o8EfGS0+I2rfFfWfh18SNI0r4y/tcWfhjxZ8J9O+D/AIB1zRPhXo+ofEPTfH/iXV/DN54R8QgH7E0V+Va/tg/tBea37QbxfB//AIZVP7bX/DDsXwkj8A+Om/aDGv8A/Dax/wCCf5+Mk/xkf4pR+AE0T/heYPi1fhfF8B57g/CYx6o3xVXXmk0yHU+HX7Tf7U0/7X//AAqX4z2Xwi+GXgDxV8U/jP4G+HXw31/4MfHzw5428UeBvAuj+OfEnwz+I/w0/a0j8TeMv2aPjp42+JHg7wfbfEPxL+zfa+EvhH8Rfhf4Eu/HerahrviO6+EeqWPioA/UCivyI/bd/bq/aL+AXjH9pPwT8DPh18LviH4p+GHgf/gklqvwo8M+NW8R6S3jXxx/wUB/4KEfG/8AZF8f+GfEniXT/EtpZaVp1r4Q+HPha4+HerW2jx/8In4y1TWNf8WQ+O/D/wBl8K2lf4Gf8FKtb+NPxF1HxPpOl+Dm/ZcuP2yfB/7J2m+IJfD/AIl0P4k+D7z4v/sEfso/tL/Ci/8AiV9v8U32laR4ki/aF+LPj79mnxr4VHhqw1PT/GPjD4ReHZLXSNU8I+OtU8UgH6/0V82fssfGXxF+0F8ONZ+L1/ZaFY+BfFvxK+IkXwObSLbUIrvXfgj4W8SXfgzwP4+1y8vNSvrbVpfit/wjup/FXwtfaTa6LZx/Djxr4I0y70ldd07WNQ1D6ToAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK8/wDiz8UvAnwO+FnxL+NfxS13/hF/hl8H/h/4y+KXxF8Tf2ZrGt/8I74E+H/hzUvFni7Xf7G8O6fq/iDV/wCyPD+kahqH9maFpWp6xf8A2f7Lpmn3t7LBbSgHoFFfJ1p+2v8AAab4R6p8bNTHxv8ABng3TfGdv8PLXR/ib+yl+1V8Kfi14s8a3tppd7pvh74bfAL4l/Bfwp8dvire6xDq8Mehn4afDjxZb65eWPiDT9Imvb/wt4mttJRv25P2Wrfw78GPE+rfFH/hF9P+P/x1079mL4aWPjbwV8RPAvii5/aD1fw/4s8T6Z8HvGngnxj4S0Pxl8J/Hl9o/gnX5LbQfixoPgm7kvxoujKv9teKvC2n6yAfWVFfCHxG/wCCl/7F3wnt/C1745+KniDT9L8W+IP2lPDttrmlfBT49eLPDvho/sffGvSf2df2l/FPxM8ReEfhjruh/CD4Z/CD4x67o3g7xP8AFz4rah4M+FjHVLHX9L8Y6j4XuYtbb1f4wftf/AH4GX3hjTPHXijxPf6j4t0GXxfp1h8L/hP8X/jpeab4Eglhhn+JHjG2+CHgP4hzfD74XQzTrFL8T/HieG/h+ksdxG3iQPaXQhAPpiivkH4uft5fsq/A/WdG0X4g/Eu+jbV/Amh/FW613wX8Nvit8VPBHgz4T+J7/VtM8N/Fn4rfEP4WeB/GfgP4NfCnxBeeH/EUeifEz4s+JPBfgbVY/DfiS5sdfntvD+szWXv3jL4peBPh/wCI/hP4T8Xa7/ZHiD44/EDUvhb8LdP/ALM1i/8A+Eo8d6R8LPiX8a9Q0L7Vpmn3tlon2f4ZfB/4i+Jv7T8RXOkaPL/wjv8AY0GoS+INX0LStTAPQKK+IfC3/BR79ivxv8Ovg/8AFrwl8cdN1/4cfHn4X+L/AIz/AAv8W6d4Q+Ik+ma38Mvh98T/AIO/Bnx94p1f/ikBc+CYPAvxJ+Pfwu8N+M9O8dQeGtZ8Lf2zrWsa7p1hoPgXx9qnhj6lf4k+Ck+Jdv8AB/8AtoSfEW48DXfxJ/4R2DTtVuDa+CrPX7Lwv/bWp6tBYyaHpAv9dvvsOh6dqmp2eq+Iv7N8Q3Og2OpWfhfxJcaUAdzRRRQAV5B8NP8AkdP2hP8Asr+i/wDqg/gfXr9eQfDT/kdP2hP+yv6L/wCqD+B9AHr9eQfDT/kdP2hP+yv6L/6oP4H16/XkHw0/5HT9oT/sr+i/+qD+B9AHr9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeQa1/yXz4af9kg+OH/qafs916/XkGtf8l8+Gn/ZIPjh/wCpp+z3Xr9ABRRRQAUUUUAeQfs9/wDJA/gf/wBkg+Gn/qF6LXr9eQfs9/8AJA/gf/2SD4af+oXotev0Aef+Mvhb4E+IHiP4T+LPF2hf2v4g+B3xA1L4pfC3UP7T1iw/4Rfx3q/ws+JfwU1DXfsumahZWWt/aPhl8YPiL4Z/szxFbavo8X/CRf2zBp8XiDSNC1XTPLPjn+yP8CP2jNU0bXPil4c8Vza1ouj6h4ZOseAfi38YPgzqniLwZq1zFeap8PfH2ofBrx74Bu/iX8M9Su4hdah8M/iHN4n8BXlxLdTXPh2SS9u2n+Qv+CoGr/tF2Wo/8E/dH/Zf8eat4O+J3iL9t7XZ4dAt/EFz4f8ACnxmsfhp+wN+3V8crP4EfFGWJ/slz8M/ir4r+FXhjw54km1C1vh4Yll07x3o1vF4p8J6Bf2f5+/CD9p7SPjL8Dv2cfiR+1Z8e/jL+z/+xj8Wvjr/AMFhPEXjX4o+Nvj/APFH9lTxT4b+Ing//go14s0H9jP4AfE748eGPHPgLx/8I/Dui/BC7+MuiaH8OR8R/BmhNqfwf8E/DMNd2Gk6P4L1YA/Z34ufsKfsl/Hbwt8YPBHxU+C3h7xT4O+PHwU+E/7O3xP8LjUvE+haDrXwd+BXif4k+M/g/wCENH0vw3ruj2fglvh74p+Lnj3XPDfiLwLF4a8V2V9qmmudcdfC3hNNDjh/YU/Zdj/aS1j9rSf4eavqnxu1vxRbePZ9T1/4o/FzxH8P9M+I1p8K/CHwOg+KHhb4Ha/471L4GeDPiqPhB4D8K/DiX4oeEPhxofj+48I6bLo9x4jltdT1ZL/8LvjJ4g/bC+MEf7GGj+DtH+M3xvuE/Zs/4K+/FHw98P8ATP28v2s/+CfPi74z/CL4I/tefsj+Av2NfjJqvjD9m3w/e+K/i/8AF3W/2cfHHhXU/DXgb4t6d4b8N+KLz4v+LfFPiDxP4f8AEXl2mrfUvxH+Ftj8XNF/4Ioa74g/af8A2mPiHffG/wAS+Dfgf8ZPij8C/wBrz9rz9mbwh+0R4Q8O/wDBNj9tf4+zeNb/AOHXwO+NHwx8PaH4k8YfGz4a+EfiHqXiiPw/pnxNW10jTvh9r/iGXwjp83hYAH6hH9jH9nM/GUfHg+CtcPjkeKP+E9Gkf8LP+LH/AAqD/hZA0/8Asv8A4Wr/AMM9f8Jx/wAKB/4W59jG3/hbH/Cs/wDhY32jN7/wk/20m4Nbwt+xN+zZ4L+M8/x78OeCNfsviBJ4t8Z/EGys7j4q/F7VPhf4c+I/xHste074hfEzwX8CdX8eX3wO8CfE3x1YeK/Ftp4x+I/gz4daD428TQeL/F8eta9ejxV4g/tH8Tbz41aJJ/wVz/aX+H3xD+PXwfs9X8N/tv8A7K/hP4UfDP4sf8FxP2uP2QfiFp3hXXv2Q/2HvFNv4Z+D3/BNv4d+Htb+BP7R/h/xF8SfF3jjWtE0bxbq2g6d8fviZ4k8ZfCzxnbW2kWcmr33sfwP/au/aJ1b9uO3/aE8W+Av2jdN/Yc/ac+Inij9nT4V/ELxN44+Cl/+yvB4YsIPCGhfskfFT4deCdD+Ouv/ABl0DxJ8e/it4Z+Mtjd+LvEfwC8FWnj/AE79oj4GaDq3iW50z4c+CZtWAP188c/sufAn4leMfEPj/wAa+Bv7a8W+Kv8Ahlz+3tW/4Sbxjp32/wD4Yu+O3ib9pf8AZo/0DSfENhplr/wrX42+MfEfjX/QrK3/AOEx/tH/AIRzx/8A8JV4Ss7DQbXjJf2Gv2V38D/tBfDm3+E9rpPg/wDal+NE37Rfxw0zw94q8d+GrnxX8c51+HbN8UtK1rw/4o0zXfAPjBNQ+FHgDxFb6r8OdT8JS2vjHw+PGtqIfF2p6zrWo/zO/AD9tz9pbxj+yL/wTT/Z/wBU+MfxkufjT8PPiH/wSN/aJ/aC+Nl7438VzeLfjN8AP2rP2hf+Ce+k+DPBvjjxdNqDa54o0T4s3n7X/wAXvhpr8Osanf8A/CXQ/sifEOw8WR3WleIrZdc+tv8Agnz8atE8aft0+PvDvjH49fB/xZ8VrP8Abf8A+Cm3hOz8C+Jv+C4n7XGvftD2vhXwF+0j+1f4d8C+Gbb/AIJBap4euv2boPD/AIL+F3hzw9p3hPRovFa6d4c+EmhaN+0Ho9tZ+KdLsdEgAP6NvA/grwr8NfBXg/4c+BdEs/DXgjwB4W8P+CvB3hzThINP8P8AhXwrpNpoXh7RLETSTTCz0rSLCzsLYSyyyCC3QSSO2WPUV/Lb/wAErfGH7SPgrwB8GPih8dvjaPglpXxO/wCCP+iftGaX8Tv2l/24P2q/25/hX8bfHepeFvg54y179qv4jeFf2kta+EOg/s1Sfs26bcXHiP48/A34PfFPw/4P1/wz+0VZW2mfFpdG+G1j4s0L+oHV72503SdU1Gy0jUfEN5p+nXt7aaBpEukwatrlza20s8GkaXNr+qaHoUOo6lLGllZS61rWkaTHczxPqOqafZia7hANGivAP+FyfEX/AKNP+P8A/wCFH+yz/wDRK0f8Lk+Iv/Rp/wAf/wDwo/2Wf/olaAPf6K8A/wCFyfEX/o0/4/8A/hR/ss//AEStH/C5PiL/ANGn/H//AMKP9ln/AOiVoA9/orwD/hcnxF/6NP8Aj/8A+FH+yz/9ErR/wuT4i/8ARp/x/wD/AAo/2Wf/AKJWgD3+ivOfhl8SLP4maHqepx+HfEngzWfD/ibXPCHinwT4x/4R1fFfhbXdEuFKWusp4U8Q+K/D/l65od3ovjDw9c6Z4g1G31Pwl4l8P6uskX9ofZ4vRqACiuf13xb4V8L/AGf/AISXxN4f8O/a/M+y/wBu6zpuk/afK2+b9n/tC5t/O8vcvmeXu2bl3YyK5W0+M/wev4La5sfiv8Nb22vYoLizuLTx14XuILuC5RZLaa2lh1R454riN0kgkiZ0lR1aNmVgTlVr0KCTr1qVFSdourUhTUmtWk5yim0tbIaTbsk297JXdu+h6VRXI6d8QPAesNIukeNvCOqtFb3N3Kum+JNGvmjtbNPNu7l1tb2UrBax/vLiZgI4U+aRlXmvk74A/s3/AAF8afB3wF8RPHvwF+EPiLx18V9Hf4yeNdV8VfC7wZrGuyeLfjHfXnxQ8SWl5qGr6Hc6lPHpWs+Lb3SrFLuUyW2nWVpahIkhWJNE1JKUWnFpNNNNNNXTTWjTWqa0aEfb9FeAf8Mn/ss/9G1fAD/wzfw6/wDmco/4ZP8A2Wf+javgB/4Zv4df/M5TA9/orwD/AIZP/ZZ/6Nq+AH/hm/h1/wDM5R/wyf8Ass/9G1fAD/wzfw6/+ZygD3+ivAP+GT/2Wf8Ao2r4Af8Ahm/h1/8AM5R/wyf+yz/0bV8AP/DN/Dr/AOZygD3+vmD9t34KeKv2lP2L/wBrv9nPwLqHh/SfG3x+/Zg+PvwU8Hap4sutRsfCum+Kvip8KfFngXw9qHia+0fSte1ez8P2er67Z3Gs3Wl6HrOo2+nR3M1jpWo3KRWc3Qf8Mn/ss/8ARtXwA/8ADN/Dr/5nK4749+MPh/8AsKfsiftP/Hv4cfB3wdBovwE+CHxp/aLvPhl4JtNF+F+l+OtW+Ffww1fxjNpVzqmheG9RtNG1HxNZeD7Dw7L4ol8N69c6bapZzvpupxadDYOAcJ8Vf2VPEGjeAf2bI/2dNWvvEPjf9kT426t8cfhnoX7TPx1+OXxGtviTe+Kvhd8dvg54u8GfE39oL4hXvx3+N1tZzeEP2ifG2oeD/FOpWnxNfwTrOg+CdLsvCV/4N0S38O2/yl45/wCCbHjv9oFPCus/Hy5+G+naj8Sf26vHv7XP7Rvgz4deMvGd9o/gHQtb/wCCYfxX/wCCe/gbw5+z98QtV8BeGvEPiL4geDr+f4MfE1PiFr3hH4UND4ttfHPjjw9peg6ppXhfwzqO18Lv+CpH/CcfDrxd4/8AtP7AHxd/4Rv9oD9hj4F/2T+wx/wUV/4bD/sT/hs39qfwT+zR/wAJT8Ub/wD4Za+DX/Ct/wDhEf8AhNf+E18E6J9j8T/8Lb/4Rbxd4c/tfwD/AGP/AG9cH7Uf/BVH/hnfVPHOif8ACD/s/wDh/wD4Q/8Ab/8ADP7DH/Cw/wBqP9rP/hl/4E2n/CQf8E4/D3/BQX/haPjn4rf8KK+Lf/CD/aP7b/4UX4Z8E/8ACLeIP+Em8YzeHtX/AOEu0r/hIP8AhHtNAPA/hz+wT/wUX+C3h79nfU/Cvi/9j74pfGvw34V/4K1eAfjX8RPiZrfxO8P+Cbef/go3+3p8Jf2r/Dfxk8JfCbQPhB4ji+KGoeFvDXw61W38a/AfxD41+EHhy58Ua/B4c0j4w3/hyxm8Q3n1F4O/Y3+PP7Ia/DS1/Y6b4QfFfTtC/Yj/AGWf2FvEFv8AtO+PfGvw9m8P+F/2Px8WI/hT8YNKl+GXwo+JVp8Qdd1iD42+NE+JHwwvNP8AhdY+JX0nwq2h/E/wlFBfwzaXw6/4KD/EL44/DT9nK5+CHwF8A+J/jx+0Vof7RfjXQvBPi79oPVPCfwItvhd+y38WvDnwc+Ivxd8P/tB+H/gT4/8AE3jv4beNfEXj/wCFmu/AXXNB+AaXnxR8C/E3wx4xvtK8F6Muqz6f4p8eP+CwmmfCi3/ZvFh4W/Zd8EXnxr0P9tRfF9/+2X+2rD+yT4J8EfE39hf43/Cz9nb4sfBbwR4ztP2f/jhB8XviHrHxP8d+LYvBenW2meC49c8KfDPXPEsTKL1dO08AufEj/gn1+0L4O+Hv7Pnwq/ZZ1f4T6dffBj9kP4RfsreGv2pta+L/AMfPgJ+0Z8OdS+D2k3mheGviTr2hfCTQ/HHw4/a++H+n+bp/jHR/2W/jSPAPgG08aJ4yl1fxvr+kfEa+svD36DfH34KeKvip8Vv2IvHXh7UPD9npH7Nf7T/iz41+OrfWbrUbfUdW8K69+xf+13+znZ6f4ThsdK1G2vvEEfjb4/eDtUubXWLzQdOTwrpvia+i1WbV7PS9D1n5m8Zf8FJbDwno/wCxv4gf4G+ModO/aO+G3w3+NnxrsvE2tW/hfxL+yL8IPidrHwo8BaP4m+JmhtouqjVNb0r4r/Gnwp4a8ReG3v8AwvFpng7wh8bPiKNcns/hPqWh6r98an4u1jUdH+KVt8OPDv8AbnxA8A/2hoWjaH8RYPHfwo8CeKvHcngTQvG3hnT4PiTc/DrxV/aPw/1H/hKvD+jeIvil8MfCfxX0fwrrCeLvDK6ZrnxA8A+LPA2nAH4jfsi/8EePF/wN1n4C+GfiX4p+G/in9n3S/wDgk/4w/Yt/aC+EWgXvia5hvf2kvit4R/Yg+G/xt8efC+91Pwvo9vP8IPip4H/ZHtrnV7TVbXwj4gtPH8t/45k8N6nq3xS8Wv4Z/Qb9h/8AZ5+PXwktviJ49/as8ceDPiZ+0B460/4R/Di48aeB77X9Q0y5+EnwE+Htr4Y8ExXs/iTw94av4PEHi/4jeIfjX8cvFOkwWFzpfhzxR8aNa8MaVrXiHT9Et9f1LoP2Qf2gvj98eb/42w/GT4JfBn4Y6J8LPHi/DPwx4x+CX7Rnjj9oPwp8RPGfhqXWNO+L+k21947/AGX/ANmW/wBJX4U+KLSx8C6pqGm6Z4r0zUfHVt468LNeaVqngDUob7wz9mj/AIKGeP8A413Hw61Px1+zdYeCfBv7RH7JHjr9tr9lm4+GnxhvfjL8QPih8FPAmo/BuO60rxr4C1L4RfCex+G3xX1fRf2hPg7q+j+C9G8Z/EvQ7m58U3miN41S/wBB1A0AfqNRX4z/ABh/4K53/wAHf2JfCn7YOrfsifFLWNW8QftefGv9lDWPgZofi3w/r3i/wdq3wR+O/wC0N8F9VvtZ8TeE9M8T+FtQ8YeN9Q/Z8uPCvwy8EeHJ9Z0Lxt+0D8T/AIVfA/SviO9j4rg+J0f3b+yh+1l8P/2udB+J/iz4c6l4Ov8Aw74D+L3i34a6U/h34gaL4x17U9E8NJYRaT418X+H9JtoZ/hyvxDZ77xf8OPD+p3WrXHin4O6l8PPinBqENn4/g0PRQD6rryD4af8jp+0J/2V/Rf/AFQfwPr1+vIPhp/yOn7Qn/ZX9F/9UH8D6APX68g+Gn/I6ftCf9lf0X/1QfwPr1+vIPhp/wAjp+0J/wBlf0X/ANUH8D6APX6K/IHxZ4M+JPxX/wCCxGuaNNffEDUfgl8FP2QP2KfilqFjoX7dP7WP7Pej+AfHfir45f8ABQ97XXdP/Zf+CkUHwS/aq/4Whqfwe+HvhP4paZ8fvE3hXR9D8CeDtMtrfT/iTpmo6r4LfwYfGG8T41sT8fPiI3/BRmT/AIKAj4cn9kST46fEVvDcf7CX/DY3/CFjxrD+x6nidPhUnw+P/BPjb8fG/aRm+G0+tf8AC0meyHxXXX2j8CxAH770V/Mv+z58f/2ptH/az/ZU+GPxB+JfxW8a/C79of8A4LC/8FZNX8AeKLrxH4ivNO0f4c/s72f/AAV0+E+v/smeO7qO7NtefDTwNqnw8/Zr+MHwI8LeKJr+1k1NfFNj4a03TtI+A3hRNM8t/wCCdX7RPx28R/stJ4g/Yp+Pfxj/AGzPF11/wRmf4z/HJ/id8V/G37VGg/DL/gq/D8IfhDqfwj+F/g/4p/FHxf411jTPH/xY1XWfjNf/AB2/Zi0zxBqPhT4S6h4D+Gtyvgz4TXXxBnsPHQB/V1RX4M+AfiR4E1PVfjL4Z/Yk/bT+MXxN+EV1+wf+014s/aA+O1/8S/jB+2/4t/Zq/am0u6+Fdj8AvEWmeDPFWtePte8G/F+78Ma7+0L4w8Sfsi/DzSPCJfUfhh4W0qP4N+Fr2+0a21b2L/glR8TvCnjbU/j94a8DfFvxB8bPDfhTRvglqknjrQP20viX+3d8A7nxJ4nX4p2fiCz8E/Fn44aFD8YPh18Zd3hWw1T45/s56z4x8X+DvhNomq/Bq78IrouqeMfGK6kAfsJRX81n7Ht5+0if2zvAfxH8c+LvH/hz4R/Eb9vn/grZ8Pbf4jeJf27f2q/jb4b+N1j8JP2jv2w/hv8AC39lW8/Yx+IuiQ/s2/su3/hDS/COm+OvhN4z+EniPXbnWfA37Lt/4dnk8O6p8SNT8LSfCv7If7S99r//AASy/af+Jfh39qD4f+Kv2mtF/wCCIPxq+LGu+K/AH/Bd39sn9tH9qfw58U9O/Z18Na/qfxL8a/sU/FLR9L+H/wCyb8QNH+IE0GpeI/GXw68Zaj4j+BHxFuLP4T+EdSvNF8VahqsYB/Z7RX4b/srXHxa+PX7UH7dP7HH7U3jf47Tn9nz9ln/gnx8PNb1/wR8Y/jJ8CZ/H+ux/HP8A4KAeLNG/aO+HHjj4J+NPhz4k8H+LPj98JPD/AMBLv466h8Mde0CC+8XeG/EvwT8QXOteFPA39j14F8OPFfxR0P8A4JJf8E7Phv8ACXUv2zvjv+0l/wAFA/g5+zF8Wvi5rXhT9qbxJ41/ajj8D6j8Ffg98Qv2wPil8K/i1+1z+0X4V0f4PwXmj/2d4B8OWfhb4r/Drwp8NfiL8bND8U/DvwxF4nvZrLVgD+kWivir/gn78ZPH/wAYv2ZfBy/GrRtf8MftEfCa4u/gj+0X4V8XP4Vbxfo/xd+HVvY2Wpat4kTwJ4l8aeCYbv4k+F7zwp8YNNh8I+MvFnh1fDnxE0RtK8RataNHeSfatABRRRQAUUUUAFFFFABRRVe7vLSwt5by/uraytIFDTXV3PFbW8KlggaWeZkijUuyqC7AFmCjkgUAWKK81u/jN8H9PlaC/wDiv8NbKdSVaG78deF7aVWGMho5tURwRkZBGRkZ606H4yfCG4QyW/xV+G88YAJeHxz4YlQAkgEsmqMoBIIHPJBA5BrNVqTm6aq03UV701OLmrb3gnzK3W60MlXoSqOjGtSdVXvSVSDqK294J8yt1utD0iiooLiC6hiubWeG5t541lguIJEmhmicBkkiljZo5I3Ugq6MVYEEEipa0NQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyDWv+S+fDT/skHxw/9TT9nuvX68g1r/kvnw0/7JB8cP8A1NP2e69foAKKKKACiiigDyD9nv8A5IH8D/8AskHw0/8AUL0WvX68g/Z7/wCSB/A//skHw0/9QvRa9foA8q+LXx2+CHwC0XSvEnx2+Mnwq+Cvh3Xtds/C+h6/8WviH4R+HGi6z4l1BJZLDw7pWq+MdY0ax1HXb6OCd7PSbOea/uUhlaG3dY3Iv/FD4w/CP4IeAtV+Kvxo+KXw5+EPwv0L+yv7b+JHxQ8b+GfAHgLR/wC3dTstF0T+1fGHivU9J8Paf/bGsanpuk6V9r1GH+0NT1CysLTzrq7gik/P/wDb/wDh9+1PN8V/2bvjb+yl8Oj4/wDFngrwX+0J8G/F7Npvwp8ap4e8E/HbUPgXrGoahB8OPjB8dv2aPDMuoT3fwas4IPirafFHxhq3w0shqWkn9m348aN8RNZt/B3jvjb9njxzp37J37IH7G/ir4N/tR/tC6l+xX8Mf2L/ABD8S/E/7PXxs0H9nC7+NOseF/hJ8Zvg9PB8JPjB4t8e/DDV/Efjz4c/Ej4c+Fvir458Jv8AGD9mzXvDejeNvhR4/wBD+MGvaxbX/wALfEwB9k6z/wAFNf8Agm54d07wlq/iD/goN+xBoWk+PvD9z4s8C6prP7V/wG0zTvGvhaz8VeJfAt34l8JXt74+gtvEfh+18b+C/GPg651nR5bzToPFXhPxL4eluV1fQtUs7X6P1z43/Bfwxq3jnQfEvxe+F/h7XPhh4O074ifEvRtc8f8AhTSdW+Hnw/1iTVYdJ8deOdOv9Wt7zwl4O1SXQdci07xPr8On6JeyaNqqW19K2nXgh+CfAfwR/aa8V+GP2TfhB8bLXxHqfwm0Pxt+0N8Z/jRceMvHmj+M/Fw8HeEvineap+w7+yz8W9ffxb4n8RfE/wAS6F4J8f8Ag7Wvix4403WfHmgeNfGP7LerWnjr4leKtK+Isf8Awsf4U/4KY/8ABMH40eMfjz40/aw/YW0LxEnx++Imh+EvGPxX1TXfGnwwuPCPiCb4R+N/2VYLD4b/AAw8CfEpYNAi+LXxG8O/AT4VfEjSda+LN1qv7PNj4w/ZC+G/hDxZo2i+H/jX8Z7nxgAf0Y0V5d8D/wDhbn/ClfhB/wAL/wD+ETHx4/4Vd8P/APhdg8Bfav8AhBf+Fuf8InpP/CyP+EL+3Zvf+ET/AOEy/tn/AIRz7Z/pX9j/AGP7R+9316jQAUUUUAFFFFABRRRQAUUU13SNGkkZURFZ3d2CoiKCzMzMQFVQCWYkAAEk4FADq8p+KPxu+FvwZ006l8RfGWj+Hi9tLc2elzXKS65qccYkUHT9HhL308TzoLQXhij0+K7lhgubuBpUz+Y37SX/AAVI8JJHrXg/9lvxBoHjPVtI17xB4T8TfEq0e11jRPDviHwtqlzoevaHoVlLHNZ6nq2naxZ3VpdahqMculolq0lhZaraajYavF+MniXxT4j8Y6xe+IPFeuap4h1vUZRPfarrF9cahfXcwiigEs9zdSSzSyCGGGLe7sxSKNSSFGP4q+kL9M/hPwbzTNuCeH8rq8W+IWU4itl+bYCvKtl+S8M5jRbhWwmdYp0/rWKzHCVbRxOU4CnGVKpCthcZmGX4qlKkf50fSf8A2iXh74HZjmnA/BOXR8RvEjLalTB5lh44ieD4U4Yx0FaeHznNKcJ18yzHDTcfb5PlELU5xrYXHZtlmMpSon6T/FD/AIKh2Pgf44a/J8EvCE76B8bPDenpdat4vVbC1tvij4A069szrun6Vay3YvPE3jD4czaLZTDUmNpBo3wQs0NveJMxX5L8fftc/tEfEi5vZfEfxP8AES2V+W+0aDpN02keG2jziGL+wLExaWy2yiMQSSW0k/mxJeyzS6gZLt/lPXPD9hr66V9sM8U+ia5pviDTLy0kWG7tL/TpGDCKZo5NkGpadPf6HqsaqGu9F1XUrESRC6Mi7df5jeIX0rvG7xC9m8Zx3m+Q4WpCtDE5LwlVq8NZauavWnCMamXVYZjjMNLD1aVB0szzDHT5sPKc5yU4s/x58VPpu/SM8VVSeP8AEvPeGcHVp4injOHuBq1bhDJ482Kr1KUY1cpr081x+EnhK9HDSoZxmmY1OfCynUnNVINX7jVdTuzcNdajf3JumV7oz3dxMbl1ztacySN5zLk7TJuIycEZr91f2Vb17/8AZm/Z/lmyt7b/AAb+HGmapExLPa61o/hLStJ1uykZlQtNY6vZXtnM21Q0sDlRtINfg3X7e/sX3Yvf2bPh9MGLbLzx9aZYAEHT/iT4wsCuATwhtiqnOSqgkKSVH+en0nq+NzLgvLcyx+LxONxC4uy6jUxGLr1cTXm6+TZ/OLnWrSnUlZYaSXNJ/hp/ov8AsTuJc0x/ir484DMsfisxr5rwLwrmuIxWPxVfGYyrUybP8Zg6LlXxFSpUnGMM9rKXPKTTcLNK9+w/aWtf7V+BfxF8MJbC6vfHejRfDPRd0InSz8R/FTULP4a+HdVlUq3lQaTrPiuy1G7uhsNrZ21xP5sQjMi+x6fp66Jbw2vhu+1fwpbWzQyW1p4W1jUtA02Ka2gjtrWSTRdNubfRL0QQQwQrb6jp15ZywW8Ftc209tEsI0KK/lzhXxX8ROA8LgKXAnG/GPBWMwGZZjmMMx4U4pzrh/ETlj6GV0VSbyrF4SSjQeWymnKpONT61OLhFRbqf9EdfA4TFSm8VhsPiYzhCDhXoU6qXK5u/wC8jLfnS2VuVa9oPF37TPi34S22h3GuQaZ4+j8T+K7Pw1o+l3Ozwrrzz3NlqWv6tKmu6dY3mgXCaH4Y8P8AiHV7PTLrw7pMmqDT00w+IDqVxai7+g/ht+0F8M/ie9rYaRq76L4mukkZPBvihbXSfErmGJridbCGO7vNM8QC2tglzezeGNU1u20+OWNL+a2uN8KflF8XdXHiv4zTWq/Npnwn0BdBiG103eM/HVtpPiXXzPG8zpOdJ8IW/gYaPew28DQjxT4osmuLkSSRWvPMivs3DJjlinjYZDxTwSLNBPE4IeKeCZEmgmjKyQyokkbK6qw/1x+j/wDtN/H7w4yzhrAeKtfD+MeT4jBUMbmM87jh8p4wwODx0vbZdTy7iXLcLChmLjlMsHmFWXEGW5tjcVicXWwtTNMLGnCVL28F4D5LxNkEsyoYnEZFmeJr15YF0orEYCWHp2pR+s4Oo41YupXp1nCphsRRjGjKnNUqu0v3qor8x/hN+1b4p8HyW2jfEOS98ZeFV+Qa0wa68Z6LGdqozy5H/CVafAFDSxXuPEuHurldV1ycWekH9IdB1/RfFGkWOveHtTtNX0fUYjNZ6hYyrNBMqu0UiZHzRzwTJJb3VtKsdxaXMU1tcxRTxSRr/up4D/SP8K/pF8Nyz/w6zz2+KwcKKz7hjM4U8FxPw5XrL3KWa5aqtZOhUkpQw+ZYGtjMqxc4VaeGxtSrRr06X878YcC8RcD45YLPMJyU6rl9TzDDuVXL8dGO8sPiHGHvxTTqUK0KWIppxlOlGM4Slr0UUV+7nx4V4/8AtC/BTwr+0p8Avjh+zn461DxBpPgn4/fB/wCJfwU8Y6p4TutOsfFWm+Ffip4L1rwL4h1DwzfaxpWvaRZ+ILPSNdvLjRrrVND1nTrfUY7aa+0rUbZJbOb2CigD4Zvf2KdZ8Z/Cr4ifCf44ftiftT/tA6b4z1r4U+LPCXinx7p37Jvgjxl8E/HfwX8f6d8VPAPjz4Vaj+zz+yv8EdKfxLpXxH8O+CPGA/4WbovxK0RdT8CeH4LXRrXS7vxTp/iRvgX9gX4a+EdT+HfirX/iR8Yvip8RvBX7UXir9r7xL8S/iLqPw5bxP8YfjF4q/ZQ8ffsWSy/EvS/BHwz8EeAoPCmifAPxzaeGPDnhf4Z+C/hxp+mzeAvAszG4tLTxFYeJfuiigD4bvP2EfB9j4Q+Gfh/4Z/Gj47fBTxT8FLj4naX8G/ir8PdQ+E+q+O/hr8Kvix4i0/xB4j+AGi6d8VfhH8S/hlrXwU06Lw54C0Dwr4Y8bfDrxXq/hrRvhj8N5NN8Rx654TsNbrtPhn+xt8JvhN42+C3j7wnf+NjrnwS+FH7Sfwr0k6xrtnq8fjV/2s/i38FPjn8cPiR8Rbu70dta1/4n+LPil8D9J8Wz69Yatoukyal40+IE194fvn1TQ28OfWFFAHwf8Zv+Caf7F37Sfj74nfEz9pT4E/Dr9ojxn8RvDGheBtI1340fD/4eePdW+DPgjw9oN/pdl4W+BOuav4Qk8Q/DOyl1/XPFPxEutU0vV5/EsvxA8UajrMeuxWOneF9K8P8A1X8M/AmsfDzQDoGr/FL4ifFcRReGbbT9Z+Jh8CTa/p1p4d8A+D/Bl1ANR8DeBfA39ry+Kta8Mat8TvE2peJodd1mXx94+8YQ6NqWi/D+38E+A/BvotFAHzX4F/Z4uPg5+z58KvgF8Ffif4o8HxfDDUfhIJ/iL4k0Xwj468a+P/D/AIP+JPhfxn8YbXxrHdaLo/hmbxV+0Z4fsPHPhjxx400LQNEu/DWsfEnWfHXgjTdG1zSNDgtPJP2ZP2BPA/7MPi7wx4n0j4y/HT4pad8L/hBrP7P37P8A4H+K158IpfCH7OnwP1/xB4H8Q6r8MvhcPht8Hvhr4o1LQ7h/hb8LdHXVPix4n+J3iyDw/wDDnwppUHiOOG0vGvvu+igD5j0H9lfwh4V+AXxX/Z68L+N/if4c8PfF3xj+1L451jxrouvaFYfEnw1rv7XHxp+Kvx1+I0vgnxBD4XGm6GfD/i34v+JtP+Ht7NoWoav4d0Ky0D7dqeteIbCfxDe+X/sef8E5/wBmb9hXxj8fvGH7PGheIPDZ/aF1/RNX8QeGb7WLe88I+CdI8P8AiP4leN9L8E/DfRrXTNPOheD7bx/8Z/i340gtdWuvEGsWl948vPDtjrdr4C8NeA/CHhL7sooAK8g+Gn/I6ftCf9lf0X/1QfwPr1+vIPhp/wAjp+0J/wBlf0X/ANUH8D6APX68g+Gn/I6ftCf9lf0X/wBUH8D69fryD4af8jp+0J/2V/Rf/VB/A+gDn/H/AO1j+yx8KPin4K+BfxS/aW/Z/wDhr8bfiV/wjn/Cuvg74/8AjJ8OvB3xT8ff8Jj4jvfB/hH/AIQr4e+IvEeneLfFX/CVeLdO1Dwt4c/sLSL/APtzxHYXuiaZ9q1O1ntU7/8A4Wx8LP8AhHP+Ew/4WX8P/wDhEv8AhYH/AAqf/hKf+Ey8Of8ACOf8LT/4Wn/wov8A4Vp/bf8AaX9mf8LA/wCF2/8AFnf+EN+1f8JH/wALT/4t7/Zv/CW/8SivkDTP2e/i7J/wU1+KP7TK+PPiB4I+CV1+yB+yZ8Lbbwn4db4J3/gT47+O/AfxP/4KB6z4s0L4i23ibwJ4s+Nvh3/hTumfGz4Y+MfCOp/Djxh8IdH8R6x4xn07xBqHxK0zQtZ8M6B8TL8EP2wl+Gvhv9leb9l/UW8I+I/+CnviD9se5+Plp8YPg5N4b8C+BfDP/BdL4j/t6NYeP/Adz4tsfHKv47/Zx8O/DfV/hdcfDex+Juq3vjL4kaj4P+K/hv4NS+BLzUtdAP2osviF4A1Lxxr3wx07xx4Pv/iV4V8P6B4s8T/D2y8TaLdeOPDnhbxVd6xYeF/EuveE4L2TX9H8P+JL7w9r9loGs6hp9vp2sXeh6xbadc3E2mXqQUfid8V/hb8E/BerfEj4zfErwB8I/h5oP2b+3PHvxO8Y+HfAXgvRfttzFZ2f9reKfFWo6Toenfa7yeG0tvtl9D59zNFBFvlkRD+OXwc/ZJ/br8FftV+GP26/FWpfCLUNR+Lfxk+I4+NH7PGjfDWTRfjf4H+AXxu034cfD/wv4W8T/tH3H7UXib4OfEaL9mnQfgf8A/Gep+H/AAR8FtAl1Wbw98W4vh1r+u+IfHF8fHf3N8YND8X2/wCzJ8HT4D/Zo+LXj/xd4R0nwnJoPhXWviT8APHH7Yn7OWqT/CTxL4PsPid4D+IX7Ufi74t/Ab4pftRfCy91+38P694j+JHxy1rw74ut9W+IHie9+KPxWikfwv8AEwA+k9Q+OPwU0j4TSfHvVfjB8LdM+BcPhyHxjN8adQ+IHhOy+E0XhG5EbW/imT4jXOrxeD08OTrNCYdcbWRpkoljKXTCRcp8Xfjn8Ev2fvDFv41+PXxi+FnwS8G3er2Xh+18W/F34g+Evht4Yude1FZn0/RLfXvGWr6LpU2r36W1w9lpsd217dLBM0EMgicr/PD8W/8AgmD+3742/wCCcXjn4OeGviX8JLnVn/Zx/bzsNF/Zc+MPwStvH/j/AMefGf8AaT+If7TXjTw/4+1T41eAf2tvgt+z54D/AGlfG3gL4r+EPCWt+IJ/h38R/wBn/wCCnxp1H4i+OPhbYN8PdT0zRtO+wv2tvg38afjx8S/g34p8UfCH9pv4yab+zR4Q+Nv7OXxk0D9mH4kWH7El58cviL8dvhv+xr8VNI/aM+CGr+Kv2pfBuqH9m/wlqfhz4h/CrxT4Sv8A4/XPjvT/ABZeeLvA1za/GHwh4Z8Tjx4AfsLeeOvBOnXXgqx1Dxj4Vsb34lahNpPw5s7zxDpFrdeP9VtvC+teOLjTPBVvPeJN4q1CDwX4b8ReL5rLQkv7mLwvoOteIHiXSdLvruDmY/jf8F5b3xLpkXxe+F8uo+C/H3hj4U+MdPj8f+FHvfCfxR8bHQl8GfDbxLaLqxn0Lx94ubxR4ZHhjwfqkdr4h18+ItCGladdnV9P+0fnFpv7E/jLR77/AII0+Nda+HXw11/43/sh6l4T8FftEfE3wJpXhHwno3g/4d6H/wAE4P2wvgxr9n8N9FZPDi6P8Ndd/aI+J/w+s7XwJ8OdAtnktb3wnqep+G4/DPw/hvPC351ftaf8Ewv2xPhD+014v/aL/wCCXOhWtj4m8TfG3w58f/GA+NHjT4deIvCni/4q/ES//an1G/bwf4b8SLbHwz8Mvgl8Qvjp8QPGfxNXxWms/EzxJ4A/a8+NMP7PmsW3jv4Hfs7aB4TAP6gqKKKACvD9V1/9pOHVNTh0T4T/AAP1DRYtRvotG1DVf2hPHujapf6THdSppt7qej2n7Meu2mk6jd2QguL7S7XXNattPupJbO31fU4oUvp/cKKAPAP+Ej/am/6I38AP/ElfiL/9CfR/wkf7U3/RG/gB/wCJK/EX/wChPr3+igDwD/hI/wBqb/ojfwA/8SV+Iv8A9CfWD4h+Lfxq+HVnb+Lfip8J/hfo3wx02/tl8feK/BHxv8WeMta8D+HLrfazeNrrw1r3wB+H+m3vhbw1ey2WpeOdQl8W6WfDHgmLxB4uEepjQG0i/wDp2viD9qz9tr4X/s8wXfg9rWP4gfEq+sgp8DWckR07SLPULcsl1441F0mt9MtLi0kWaDQ0iu9d1WC5s5Bp9po962t23z/FHFXDnBWRY/iXivOMDkWRZZSdbG5jmFVUqNNbQpwilKriMTWnalhsJhqdXFYqtKFDDUatacIS+X4z424T8O+G804v43z/AC7hrhrJ6DxGYZtmldUcPRjtTpU4pSrYrF4ibjRweBwlKvjcbiJ08NhKFavUhTl9ieIvEvh7wjo954h8U65pXh7QrBFkvNX1m/ttO0+3V2VIxLd3UkUIeaRkigj3mSeZ0iiV5HVT+YHxe/4Kp/DTw5JqOkfCDwvq3xB1K3AitvE2tJL4c8HyT7wHe1tZwvijU4oAsqSLcaboMUz+TJZXt1bSGYfgrr3x1+J3jHxLH8NPiL4o1K+8N6Hp8998FdEF7ef8I3ovgCyltrR/BOmWM9zPjUfh0J9K0OLUdSa713XPBknhC81bXfEviCx8T6hbx1/l140/tAuIamKr5L4O5Rh8ny2dKM6HGefYanj8zx9GpH3cVlGT1OfLcvpxnGdJvNI5niOeFSjicDl2Mo1aFP8Axg+kN+1I4rqY3EcPeAeRYXIcnqUIVML4g8TYSlmecZnh60XyY3IcgquplOV0o1I1KLedQznFe0p1sPjMtyrH4evh6X2r8RP+Cgf7TvxBcqvjj/hB7ET+fDYfD+2fw6IWKSI0X9pi4utcuLfEmFhvdVuVQxxSAmdWmf5a1z4hePfEty934h8aeKtauHaRjLqev6rekGbd5oQT3TrEjh2UpGqJtYqF2nFcfRX8DcV+LXidxxWq1uLOPeK88VVyvhsbneOeX01P44YfLKVanl2Fpy60sNhaVNvXkuf5h8beOfjJ4j4itX448TuN+JFWc28HmHEWZPK6Sqazhhcno16OU4KlJ70cJgqFJ/yCkkkkkkkkkk5JJ5JJPJJPU1Pa3d3YzLc2VzcWdwn3J7WaS3mTkH5ZYmR15APDDkCq9Ffn8ZShJThKUZxalGcW4yjJO6kpJppp6pp3TPyyE505xqQnKE4SUozhJxnGSd1KMk04yT1TTTT1TO08OfEfx94RvV1Lwx4x8SaDqMb+ZDf6Zq97a3tvIW3PLa3UUwntZZOUmkt5InmieSGVnikdG+z/AIV/8FIf2hPABhs/EWp2XxH0VFEZt/FcUlzqce85nuhrkMsGsXdwWzJHDe38tnHl4IYYIDCtv+flFfqvCHjp4w8B1qVXhbxG4ry+nSalHAVs1r5nlEmnF3qZLmrx2U1XaKjepgpPlvFPlbT/AG3gP6Snj34Z4ijW4L8WeN8qpUJKUMsr53ic4yGTTi06vD2dyzHI6ztFRvVy+cuS8E1GTT/pD+DH/BR74FfE+4tdH8TyXvwv8RXTxwxQ+I5Eu/D1xPK6pHFD4itI0S2wPMnuLjV7HTNNtIIy02o7mVW/QC3uILuCC6tZ4bm2uYY7i2ubeRJoLiCZFkhngmjZo5YZY2WSOSNmR0ZWVipBr+LyDTfEHiDVNC8I+D7SDUPGvjTWbPwt4PsLoTGzm13UlmeO81MWx+1roGg2Fvf+JvFNzZpLdaf4V0XWtShgmaz8tv6O/ghot/8As/eAfCvgPwPqk+qaf4b0rS7G/TxPPd3kfim8tVjfXNcvfKn26N4j8VXj6jqmp6zpMBgOt6pLqmpaRrqW0Wnv/afA/wC1I4T4TxnDXDn0icHDJ6nEOIqYXCca8L4HEYnB4TD4ZRhVzXinh6nUxGNwmAeIqU8P/aGRxxvt8S8RGhklKhgcXVof9B37Pjxz8afpU8FcY51xtwfkWFwfBeMy/JsHxplNTE5ZR4tzitQlicdlsMkxEcThaeYZXgngsZmWNwmY4bAuWZ4ShRyzDc75f0Norg/A3xD0Px3b3a2S3Om63pX2ca54d1JUj1PTDdIz2twpieS11LSr4RzCw1nTJ7rT7ia3vdPeaDV9M1XTbDvK/wBX8hz/ACPinJcs4j4azfLc/wAgzrB0MxyjOsnxuHzHK8zwGJgqlDF4HHYSpVw2Jw9WDUoVaNScHqr3TS/t+rSq0Kk6NanOlVpycKlOpFwnCS0cZRkk4tdU0FFFFeuZhRRXyf8ADL9tn9nv4veLfij4T8Far8UDF8GtQ+Luk/EH4ieL/wBnP9o34a/AbTdV+A3xD1H4U/F7TNF/aR+JPwo8Jfs/eNNQ8DePtF8QaFqtl4I+JniK5lHhnxVq2nxXmieF/EGpaaAfWFFfGOj/APBQT9lPV/h78Yvim/jrxh4a8EfAn4V+KPjn8QtR+IXwM+Pnwx1J/gt4N0XU/EPiH4tfD/wx8Rvhj4W8VfGP4b2ulaTeTWvjX4PaL478OavcNY6fo2o6hqOq6XaXlrxn+31+yf4F8La34y1X4nX2t6DoXw7/AGWPis8vw6+GvxY+LWp694G/ba+KPiX4Lfsrap4F8PfCzwL4x8Q/Ee/+M/xO8I674V8M+G/h/pfibxRb3EFlqGuaNpOj61omoaiAfYlFfKtj+21+zJqvwI0v9pLRviRPrvws1rXH8I6Q/h/wL8R9f+I+peP4dZu/Dt78K7P4H6P4QvvjfcfGLSvEGn6noet/B2P4dt8UNC1fSdY03WPCVjeaRqUNrU1b9uP9mrRfhToHxjvfF3jGTw14o8dSfCzQfCmmfBP45638cdQ+KVvpms67e/C9f2a9F+G+oftEwfErS/Dnh3XvFOs+ALr4WweLtF8JaNqfivVtHs/DtlcanGAfWtFec/CX4tfD345/D/Qfij8LfEK+J/BPiRtYg07U20zWdCvoNR8Oa7qfhbxNoOueHfEmnaP4l8MeJ/CvinRNa8L+K/CviXR9I8SeF/Euj6r4f1/S9O1fTryzg878V/tb/s1+B/il4j+Cfin4y+CtK+Kngz4JeO/2jvGngt9QkutV8FfBL4a3fguy8Y/ELxm1jBdWfhLSNPl+IPhOWxt/EV1puq+IbG/u9T8N6fq+naHr11pgB9FUV84/s+ftYfBH9qCDxQ/wi1jxtNe+C18Nz+JvDvxJ+DPxp+BHjPS9O8Z2N7qXg/Xn8DfHb4ffDfxlc+GPFljpupXHhnxVZaFc+G9eTTdRGlapdvY3aw9L4G/aL+B/xN+K/wAXfgd8PfiX4Y8Z/FP4C6d4E1L4x+EvDl3Jqs/w8T4lX3j3TvBun+I9TtYZNEtPEOpXfwx8ard+Fk1KXxLoMOlW134h0nSrTXPD8+qAHtNFfCniX/gpj+wt4O8DeOfiZ4n/AGiPCujeAPhx8e7P9mTxb4uvNG8Zrodn8Zbz4deHPjB/wj+mXqeGXj8TeHtP+EnijTfinrvxJ8Mf2z8MfDnw3s/E3jrxB4x0zwv4L8YaroX1d4E+J3gf4mt41HgbW/7fi+Hvj3X/AIY+KbyHTNYtNNtfHHhSKwPifRNM1TUdPs9N8Sf8I7e6gug65qfhm61jR9K8Wad4h8HX2oQeK/C3iXRtJAOd1r/kvnw0/wCyQfHD/wBTT9nuvX68g1r/AJL58NP+yQfHD/1NP2e69foAKKKKACiiigDyD9nv/kgfwP8A+yQfDT/1C9Fr1+vIP2e/+SB/A/8A7JB8NP8A1C9Fr1+gAoor4A/4Kc/FL4u/B/8AZE1bxZ8Ctd+IHh34m6v+0B+xR8LdH1D4T6Z8E9X+Kdxo/wAcf22P2evgp430L4aWv7SGn6n8BYviB4o8C/EDxL4Z8G6n8W7aLwJoniPV9N1nxBqGkWVhJqtkAff9Fflprup/tCNrn7GH7K1z+0j+0V8JNc+M/wAHf2g/jL8Qfj/4/wDC37FGq/tSR+L/AIYa38Dr/wAOfs36hb+Dvg14q/YutvGI0T45+MZtc1D4b/CXxnb3/gz9nXW5/C/iHXJbnxB8Up/j+/8A+Chn7S/hjxv+xN441PXdC8Q/APS/An/BUTxD+2A+meFtBLfFD4Lfsgftn/s0fskfD/8Aa38HarZWk0/hzTdB8GfE27/au8T2HhHUB4L8SfCTU/HNno2h6texfDq50QA/oLor+Wa1/b1/bMi+AHgP9qi6/anmi1z4Sf8ABHr/AIJM/tg3/wCzzrHwy+CB8CfttftKftdT/teWPxL+Ft7caN8KU+Mnh34q/HrU/g34A8CfALS/gV408K+GfCPxM1jT7qf4VeO9Cu9R8J3n6A/tL/tEfH7w7cf8FDPjP4S+OOtfDu2/4J6DQl+HP7MWneFfg3f+Ff2qzefs1/Cz486TJ8SdX8b+AvEvxjx8ZfiL8QvEX7Nnwqi+Cvjv4VeT41+H2oeVN458QSX+hWQB+zFFfjz8XPjT+0H4K/bI1e91T9orXND/AGfdF/aH/Za+C+keEfhV4b/ZY+Knws8LP8brT4SeHh8M/wBrrwp4guPD37ZngL44/Fv4hfEJ0+D/AI3+EPivUfhd4O8B+OfhN8RPiD4B1bw5o/jdNd3f+CgfxT+NPhX4+/Bfwf8AD39sa3/Y08A6T+xz+3X+1D498beIfA/wZ8Y/DDWvEv7OfxP/AGDfDXgOx+NzfFHwRr3ie0+D1po3x5+I8fjOw+EPjn4P+P8AVY9TsptK+IGnX+laYAAfrTRX86GrftR/t3ftD/GfwAPBegf8FDfhpo+v/wDBM/8A4J+ftR+LvgZ+xXpf/BKmDUvhH8ZP2oPFf7Xg+JGgfGHWP+Cnvh/RfGt9fWVr8JPCPg/wnpfw7MVtpE/gfxldeN/D+gatrWknUv6L6ACiiigCOaaK3ilnnljgggjeaaaZ1jihijUvJLLI5VI440Uu7uwVFBZiACa/gp/4L3f8HBOr+P8AVPF/7F37DPjK60j4f6dLe+HfjP8AHbw5eXun6z4x1GF7mw1fwN8P9TtbiCSz8JwDzLTXfEES/a9auRJa6XLa2du1zefdP/By7/wWCuPgD4Ku/wBgv9nPxVcWHxl+JWhrN8bvGGhzSwXnw8+HGqxyJH4S0vVYmQ2virxrEskd/NYu11o3h4XCNPZX2o2+3/Pgr/eH9l39APK+JsFlX0l/GvI6WYZROv8AWfCbgrNsNGrgsyeFq2jx5nuCrRcMVgYYinKnwtl+KpyoYqdKpn1ejVwv9jVa/wCX8bcUzoynk2W1XCpa2PxNOVpQuv8AdaUlrGTTvXlF3imqSaftEvvv9g39s/WP2WfH50rxFc3mo/BrxxqdqPHGkg3F3JoF8yCzi8c6HaIzldSsofIj163toXn8QaLZw2bxz3+m6G9n/V9pWq6brumafrWjX9pqmkatZW2o6ZqVhPHdWV/YXkKXFrd2lxEzRT29xDIksUsbMrowYEg1/CNX7Z/8EuP22F8KX1h+zX8U9aEfhrVrtk+FevajKfL0LWb6dpJfBt3dSOVh0rWLqVptBaQLHZatPPYGTyNQtI7T+NP9I2/ZC/8AEWeG87+n99HDhd1PFDgvJ41/pF8E5Fgp1MT4g8EZNhKdGl4n5XgsLCU6/F3A2WYeFHiulClKWecF4SlminRx3CtSlnv+Rv04/ozf66ZXifGDgfL+fi7IsFH/AFuyvCUXKtxLkOCpKMM0o06abrZzkeGhy1IuMquPyemqMZutlmCw2J/oVooor/hJP8aQr9nf2EXEf7N/hvTCyvNpPiv4lJOyuHGdc+IXiTxdbKQI4tjR2HiOzjZCHIZCxkkLbj+MVfr1/wAE/wC9F18HfFEG4n+zfidrFkQSxCmTwn4K1HaoPCjF+Gwvy7mZj8zNX4h9IWhLEeG9XV8mCz/J8xaX/PyFPH5ZBt9lDNayts5Si94o/wBgv2KuZVcP9KDjzLfacuGzLwP4hqTpWX7zFYDjfw+nh533vToV8arJ2aqNvZW+5q5/xZ4l03wZ4W8S+MNZ8/8AsjwroGseI9U+yxCe6OnaJp9xqd6LaFnjWa4NtbSCCIyRiWUohdd24dBXzJ+0hrnnw+Cfh3CTv8T6y3ivW/4Nvhj4d3ek6sqQzqxZLu58cX/gaJrZ4Whv9CXxFE0sbRKsn8V8M5THO89y3LanP9Xq1pVsdKm0qkMuwdKpjcynSbTXtoYHD4iVGLVpVVCLa5rn/URgcHVzDGYXA0P4uLr0sPB25lB1ZqDqSV17lJN1J66QjJ9D558MWeo22lm61tLdPEev6jq3ivxQLR/NtV8TeKtTutf123spmRJZdNsdQ1CfTtIM+6aLSLOwt3dvJBroaKK/oHEV5YmvWxE4whKtUnUcKacadPnk2qdKLcnGlTTUKcOZ8kIxjd2P6nwuGo4LC4fB4ePJQwtClh6Mf5aVGEacE2krtRiruyu9Qr034XfGHxd8HdYbVNCSXW/D95MJfEvgh7uK1ttcURCD7fpVxcq9vpPii1hSIWt6xhs9Zht4NG12WO1TTdV0HzKivuPDLxO428H+M8o494AzrEZHxFk1ZSpVqTc8LjcLOUXisrzXCNqjmGVY6EFSxmCxClTqRUakXTr0qNan5uf8P5TxPleJybOsJDGYHFRtKElapSqJP2eIw9VLmoYii3zUq0GpRd07wlKMv288DeN/DXxG8K6R4z8I6iup6FrVu0ttN5bwXNvPBNJa3+malZTKlzpusaTfwXOm6vpV5HFe6ZqVrdWN5DFcQSRr1lfhBoH7Tlr+yBrC/EjxBqTD4VeJdZ0jSfij4UiFzfanfNLCbGy8c+AfDlklxqOv/ETw3p9vG+r+H/D1jfeIvH3gDRZ9FtNN13X/AAt4DsbL9OfD9x8YPj1p2jeOdN8c6n8A/hjq1ha654L0/wADRfC/xx8TPGel6lZCbTdf8Z+I/FPhz4n/AA08OeH9RtLwX+l+D/BGneI9akSDRNc1H4n2QvdZ+H1l/wBT30XvpE8PfSV8Lsv45yrDrKs7wtRZRxhw45yqSyTiChShOvHDVJ2nisox0JLF5TjbP2uHlPDV3HH4PHUKP+ePiDwRjeA+IK2UYmbxOEqR+s5ZjlFRWLwU5NQdSKuqeJotezxNK/uzSqQvRq0py+pqz9X1fSvD+lanr2u6np+i6Homn3ur6zrOrXlvp2laTpWm20t5qOp6nqF5JDaWGn2FnDNdXt5dTRW9rbRSTzyJEjMPEP8AhTfxF/6Ow+P/AP4Tn7LP/wBDVWN8Wv2crj4yfsx/tB/s0+Nvi/8AEHxLZftAfCj4r/CXUPiB4g0z4eW/inwlonxV+Huo/D+8k0Oz+Hvgr4c6BcjQ49Tu9d04ahpsupzanczw3OstYLY21h/Rh8MZHw7/AG1/2fPiro3jzWfBOqfFC/8A+Fe+C7/4j6j4f1X9nP8AaN8J+PPF/wAP7C2urn/hNfgz8N/F3wo0L4gftAeF9TNr9h8Oa58CvDPxF07xXrN5pGg+GbjV9b1zRtPv/L/Dv/BTn9kTxR8IviL8ddN1b9oC2+GXwu+IHhH4T+JtY8RfsUftr+ENY1P4p+NvjZP+zfo3w0+HXgjxZ+z1onjr4wfECy+PVvJ8JPF3g34SeGvG3iP4f+O2g8P+PdN8N3tzbRy3/hF8I/2l/FP7RfhT9on9p7S/gT4J1n4RfAr4p/ALwD4d+Anj74g/ETTfH1r8afHPwN8c+PfiV40ufH3wv+FcvgGa3u/2efBFj4I+GGkQ/ElfDVvr/jOTU/it4na609LbxDxZ+wJ8QvGn7FPib9lrWPFHh+z1fxZ/wUf1n9rDVNc8J/EH4meAp7X4Na7/AMFj7n/goHfaT4Z+IvgXTvDnxJ8F/GCD4E3UvhvRtY8HXWhT+HPjKtsnh74iaXpFnZ/EWAA+oNI/bv8A2Y9b+E/iP4y2vi7xvZ+GfCXxCh+EniDwpr3wK+Pnhf442PxXu9L0HXtN+F6/s0+JfhjpP7RV78Rdb8OeKPDfinw94I0/4WXXifxF4S13SvFeh6XqHh2+t9Tktat+3H+zVovwp0D4x3vi7xjJ4a8UeOpPhZoPhTTPgn8c9b+OOofFK30zWddvfhev7Nei/DfUP2iYPiVpfhzw7r3inWfAF18LYPF2i+EtG1PxXq2j2fh2yuNTj+Q/Dn7AXxO+DPh3T5fg9rPhXxv4z+CX7cHin9sD4Lar8dPjB8ZvE/if472fxA/Zw8bfs7a/4K/ao+NPijRvir8SIPFHgrwH8W/Fnw8+GnxLtbb4wXdp4J+FHwJuPEXh3VLvTfEOjyW/EX7Hnx/1v4Y/E7xZqvgr9mjxp8fvjZ+1vov7VXjL4Z6r8Wfjz4B+H/w6uNA/Z48B/szaJ4f/AGff2s/ht4J0n43fC74k6T4I+FvhDW7r49ad8EWutfutf+K3hWL4YeG9I8eW2p+GwD9IPhL8Wvh78c/h/oPxR+FviFfE/gnxI2sQadqbaZrOhX0Go+HNd1Pwt4m0HXPDviTTtH8S+GPE/hXxTomteF/FfhXxLo+keJPC/iXR9V8P6/penavp15ZwebeMv2vf2ZPh98TPFPwc8Z/GzwHoHxL8C/A7x/8AtKePPCl5q2688BfAv4YXPgy28bfEnx3dW8U2m+C9B0k+P/CtzbL4nvdK1DXNNvb3VvD9lqul6Fr95pfE/s0fB74tfDvw58GoPjjafDr4m/Ejwf4M/aB0fVPjTd+M/Evjb4nfDfQviT8YfB/jXwJ8AfBHjLxp8Obfxt8Vfh5aeAtE8M+E/iT8XfG3jDwF408e+Iv2evhN418XfDrxl4i8Zalqnwx8z/au/Y38YfHn4p3fjLwPrXw38Gafr37A/wDwUH/ZZ13VfE3ha18X3j/FD9rTUP2MIfhv431nwBqeg3fhH4j+D/Cugfs2eIbHxxpPi/Von1KxXwZ4Wh0fXNCv9Wk8PgH0j8Dv2n/g9+0RP4rsPhrqPji317wPF4fvPFPg/wCKPwb+MvwF8e6To3i2TX4PCPih/h98dvAHw38bXXgvxdc+FPFVp4U8bWOgXPhHxLeeFvEtnoetX91oGrRWfk2l/wDBRP8AZC1fw/4s8V2nxM16Hw54UstL1O11jVfg78b9CsvibpOu+MPDnw98P6z+z1Lrfw40/wD4ae0TxJ4+8Z+CfBHhrWv2cx8UtL8R+LvHPgfw5ol3f6x4z8MWeq/Ov7I/7M/7Rv7K+o/GH4j33w+8O+Jdb+Kmpfsl/DWx+F0n7a3x9/av8Q6B4I8GfFXxhovxb+MepftXftefD7QPi1daT4Z+GXxg1X4heEv2V7LSbj4f+H9b+F3iLTfhx4g0/wAWfH/xZrFn8VeF/wDgkj+1nceCU8PfEP4veBr2P4G/BXRf2df2XPAek/FPxC3w5sfhBpv7Rv7JPxxv/DPhjWfD/wCzf8N/i1+ye/8Awjf7IPhL4dfDLx3b+PP2xv2jPgpqPiay+J2j/tF+L/F3wm8ACgD9V/Ef/BSD9jHwV8Iv+F5fED4xSfDL4fQfFKx+Cmrt8VPhv8Wvhd438KfFG/8ADEXjweEPHfwn+IPgPw38V/h/fad8NZR8WvEF1428FaBpnhj4Nw3fxh8R32lfDGyvPFcH1J4E+J3gf4mt41HgbW/7fi+Hvj3X/hj4pvIdM1i00218ceFIrA+J9E0zVNR0+z03xJ/wjt7qC6Drmp+GbrWNH0rxZp3iHwdfahB4r8LeJdG0n8mNI/4Jj3ni/wDY9+Pvwf8Ajr8N/gz8Q/H/AI++NWuftD/BjwH8Svjp+0D+0b4Q+GnxJt/gf4L+D/hO3+Kn7VvxG8N+E/2l/wBpPS76Tw/4tXxzqPxJ8Oi71z4H/EPUP2Ur3TdZ+Cnh/T9NvfSv+CZH7Dv7Sf7EGoftMeFfi/8AtN6h8f8A4P8AjL4gWWvfs+aPrd/rWpeI/Cun3XiT4leK/Gfi3xYmp6fYaT4Z8ZeOY/G/gzwx4x8OeCJNS8K+KvFHwq1f9oTUr2L4mfHz4j6TpYB+rVeQfDT/AJHT9oT/ALK/ov8A6oP4H16/XkHw0/5HT9oT/sr+i/8Aqg/gfQB6/XkHw0/5HT9oT/sr+i/+qD+B9ev15B8NP+R0/aE/7K/ov/qg/gfQB6/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXyh+2F+0rp/7NXwruNdthbXvj7xQ11oXw80a4KvHLrAtw91r+o2wdZZtB8LwzQ32pJHsF7dzaVoZurGXWoLyHw+JeJMl4QyDN+J+IsdSyzJMjwNfMcyxtZvkoYbDwcpcsYpzq1qkuWlh6FKMq2Ir1KdCjCdWpCD+b4v4t4e4D4Xz3jLivMqGUcOcN5bic2zfMcQ37PDYPCwc5uMIqVStXqy5aGFw1GM6+KxNSlhsPTqVqtOEvEP26P214vgRp8vw1+G9zZ3nxe1rT1ku9Qbyru2+HWl38LG21W6tZI57W78T3kJFxoWjXoMFrBJba9q9tc6dJp2m65/PBf399qt/fapqd5dajqep3l1qOpajfXEt3fahqF9O9ze317dzvJPdXl3cyyXFzczySTTzSPLK7u7MZ9Z1nV/Eer6p4g8Qane61rut393qusavqM7XF/qWpX0z3F5e3czYLzXE8ju20LGmQkSRxqiLm1/gD9If6QvE/jxxVUxmKqYjLeDcrxFaHCvC6q/uMHh9aazLMI05Olis7xlP3sTiHzxw0JvBYOUcPCUq3/Lt9Kz6VPGP0meNa2PxlXF5P4f5Niq8OCuDFXf1bAYX3qUc3zWFKTo43iPMKXv4zFSdSGDp1Hl2AnHC05Tr15rS0uZbSa4treeawuHurGWaGOWWyuntbmxe5tJHVntrh7K8vLN5oSkjWt1c25YxTyo1iiiv56cpNRTbaiuWKbbUY8zlaKey5pSlZac0m92z+VXKUlFOTaguWCbbUYuUpuMU/hTlKUrKy5pSe7bZRRRSEFFFFABRRXbfDP4d6v8XPiF4X+G2imeKTxBdNca/qVtKkU/hzwTpkts/izxIrnzJIp7S0ubfSdEnFtdW58X654Zs75IrK9nuYccTicNgsNicbja9PC4PB4evi8XiartTw+FwtKdfEV5vdxpUac5tRTlJR5YRlJpP7Hw+4E4l8T+N+FfDzg7L55nxPxjneAyHJsHG6jPGY+vGkquIqKMlh8FhKbni8fi5r2WEwVDEYqs40qM5L7l/YA+DLXN3rXx/wDEdiyqV1PwT8LILuEDbpcVzFF428bQpMiywza1rFl/wiOjSvBHNDo3h3WtS029u9D8crn9RayPD+g6P4V0HRPDHh7T4NK0Dw5pOnaFoel2oYW2m6RpFnDp+m2FuHZ3EFnZ28NvEHd32RruZjknXr/NrxB4yxPHXFOY5/WjOjhZuOEynBzabwOUYVyhgsNJRk6aryi54rHTpctKvmOJxmJhCCrcq/7aPo+eCnDX0evCDgnwl4XjCeD4WymnSzDMlSVKtn3EGKbxef5/io3clXzbNKuJxUaUpTWEw8qGCpNYfC0YxoXVrdfaLPVdH1GfQ/EektJJo2vWccUtzYtMYjc200MytDf6TqIghi1bSLkG1v4Y4mPk3dtZXlrp+Ff2hPFP7Q2p698IPhhPD4I8X+CZ10v44/Eu2Gn6xpvgdHuLuzW0+EFvqcV9p/jPxvrxsb2K0vNYsNQ8K/Ca+hvoviHYeIPFehL8N/EXEeO/DGq+MdDHh7TvFmr+DbS/vbdPEOp+HM23ia88Oqkx1HRPD+vrPHP4Sv8AWH+z2dx4p06GfXtK0mTUj4XufD/iebRvFnh/PbwSPCejeGG+EUOkeBfEfw2t2/4VyLS1Fn4dt7cRRpeeDfEFlZQSPeeA/FsMEOn+K9Oiie8BWz8T6NLY+NPD3hrXtK/0B/Z9/TszH6Lmf4Lg7jbOMyzvwZ4tzmFDN8hUa1ePh5iMVUhGrxtk7qwnNwnVnGWd5BlqlSzHAxxOY3/tjDYTD437TivhiGd0pYjDU4UsxoU706ui+tqK0w1S3ZL93VnrCVofw5Scfqa3/Zj+HNtbwW6+Jv2hZFghihWS4/a2/aquLiRYkVA89xL8ZnlnmcKGlmlZpJXLO7FmJM3/AAzV8Ov+hj+P/wD4lh+1N/8APkrqfgz8W9C+M/gqHxXpFtc6PqVlqN/4a8Z+EdSlgk1vwN430ORbfxD4T1r7MzQSXOnztHcWGpWpfTfEWg3mkeJ9EnvNC1rTL249Wr/q/wABj8DmuBwWaZZjMNmGW5lhMNj8vx+Cr08Tg8dgcZRhiMJjMJiaMp0sRhsTQqU61CvSnKnVpThUhKUZJv8ADJxlCUoTjKE4ScZwknGUZRbUoyi7NSi0001dNWZ5f4K+EHhPwDq0+taFq3xQv7y406bS5IfGvxw+NPxJ0lba4ubO7eWDQPiL4/8AFWhWuorLYwJDq9tp0OrW1s95ZW97FZ6jqEFz8EfDL/gnFaaR+y5+3X8BPHHjzxha6/8At0eOP+CgEni/XNF+L3xh+IXgjwR4D/av/aA/ah8b/Dq8+GHws+IviKL4b/CLxhoPwy+PGjn4naf8JPBfgnSvG3xL0m+1HxPrXj640/SvGV1+o9FdZJ+N/wC0D+xx+2D+178Of2kE+MkX7NXw0+J/iD/gnX+2j+wv8ELL4YfEj4peNvAfizxB+17oXw5Gu/Fn4s6t4m+DXgnW/hroul+Ifgt8PIdB+HXhTw78Yr/wlo2t+PLqX4g+N7y40qwTyzxl/wAEw/2hPCfjf9r7xJ8DfEnwb8S+CvHnj7/glf8AEP8AZW+FPxH8Y+N/h7ZeBLL9iT/goV8Tf28/jV8IfGnjPw18K/ilN4Z8C+KPFHxP8V6f8ENa8MeD/Gh8HaPruneALzwTpHhjwBo2pa7+8dFAH5FeGP2H/wBojw54fh+O1zrvwU1v9sS7/bm1b9vzXvhzY6p4u8Hfsy3HjLXv2RL/APYXn+COmeP7LwLrXxGtvDmk/s/XlrqR+M2qfCvWdf8AFXxt025+JWqfCrS9E19vh/o1/wARfsefH/W/hj8TvFmq+Cv2aPGnx++Nn7W+i/tVeMvhnqvxZ+PPgH4f/Dq40D9njwH+zNonh/8AZ9/az+G3gnSfjd8LviTpPgj4W+ENbuvj1p3wRa61+61/4reFYvhh4b0jx5ban4b/AFmooA+Ov2aPg98Wvh34c+DUHxxtPh18TfiR4P8ABn7QOj6p8abvxn4l8bfE74b6F8SfjD4P8a+BPgD4I8ZeNPhzb+Nvir8PLTwFonhnwn8Sfi7428YeAvGnj3xF+z18JvGvi74deMvEXjLUtU+GPjX7aP7DGuftSeM/FFzoWteEfBnhb4hf8E7v+Cjf7HXjTVSl7F4vfx7+2a37G2k+B/G8NlY6JNp+taV4U8K/s6+JrHxHqGqa3ba1ZlfAul6PpetadJqE3h79KqKAPza+EPgP9svwv8VPjH+1H8Y/hN8Bbv4s/Fjwx+xB+zjb/CP4GfHzxj4r8GaJ8I/hD8bPjDqnxN+Nt/8AEb4p/An4QX7eJfD/AIf/AGqvih8QbP4U2Hge9/tzS/hV4b8B6d48uPEHi9ta0u98Uf2GtY+K3xh/a71uL4n+IPgh8OP2lv2X/wBkL4J2PiX4D3XhPS/jHoXif4HftB/tpfGf4t3k+n/ET4W/ED4XN4a+KWmftIeG/DWrS6roXjC98W2Wp/FO01rR9AupNE8Qar+i9FAH4cW3/BI3Vrv4Y/t5eBPjL470b9sMfGj45eAvjl+ytov7Rtj8NvCHhDwL4z+Gv7F/wc/Zt8PeJ/ibYfsr/s7fACPTn1m68IeJvhX8Qvhz4P03xB8KvHX7LfhzwX4J1Hw1ba18Sv2gB469t/4JkfsO/tJ/sQah+0x4V+L/AO03qHx/+D/jL4gWWvfs+aPrd/rWpeI/Cun3XiT4leK/Gfi3xYmp6fYaT4Z8ZeOY/G/gzwx4x8OeCJNS8K+KvFHwq1f9oTUr2L4mfHz4j6Tpf6tUUAeQa1/yXz4af9kg+OH/AKmn7Pdev15BrX/JfPhp/wBkg+OH/qafs916/QAUUUUAFFFFAHkH7Pf/ACQP4H/9kg+Gn/qF6LXr9eQfs9/8kD+B/wD2SD4af+oXotev0AFc/wCJvCfhXxpp1to/jHwz4f8AFmkWfiDwn4ss9L8TaNp2vada+KvAXirRvHXgXxNbWOqW11bQeIPBfjbw54e8Y+E9ZiiXUfDnirQtG8Q6Pc2er6XY3kHQV8Qf8FBvCfirxp8BvAOj+DvDPiDxZq9n+2//AMEyfFl5pfhnRtR17UbXwr4C/wCCkn7KHjrx14mubHS7a6uYPD/gvwT4c8Q+MfFmsyxLp3hzwroWs+IdYubPSNLvryAA+kfi58E/gz8f/CEnw++PHwj+GPxs8BS6jZaxL4I+LngLwr8SPCEmraaZTp2qSeGvGWk6zoz6jp5nnNletZG5tTNL5EsfmPnTX4W/DJJvDtynw58CLceEPAniD4XeE518IeH1m8L/AAy8WP4Rk8VfDrw7KNPD6J4E8TSfD/wHJ4g8I6a1t4f1l/BPhFtR0+5bw3oxsv5sPhZ+yp+0HYftC/s++B/H3wc+Jfjr9lj4/wD/AAVi/wCCv/x8+LFl4q8NeJX0z4JQ+INB/wCCvvwNsbjxNBqFrFP4f+BP7W/wj+M3wA1z4UajBFZeDr3xVbeKPEFtq97qHx48I/2n2Xxv+GX7Unx+/Y9/bG+FPxJ+FXxj8R+Jv2Kf+CZv7bn7NfwvvdT8AeLLnWP2uP2lfiP8OPjF8F/B/wAY/hhZR6SZviR4m1f9nj4d+D7/AEu78AwapYXfij9sfx/8O4YJfE/hi70rRgD90Lb9kL9k2y8bfCz4l2f7L/7O9p8RvgX4I0L4ZfBLx/bfBT4aweNvg78N/C9nqun+Gfh98LPFUXhlNd+Hvgjw7Ya7rdjoXhPwlf6RoOkWes6rbafYW8OoXaTdT4w/Z6+AXxD+Ivgb4weP/gf8H/HPxa+GH/JNfij4w+GngvxN8Rfh5/pEl5/xQ3jbWtFvfEvhL/S5prr/AIkGp6f/AKRLJP8A612Y/wA4Mn7MGifEX9jP9of4RfA/9nj9mDT9X+I37T//AASqtvEPhr4ff8G/n7XH/BPD4e6/4V8Pf8FAfhNrvivWfj58IP2g/iILn9sr4P8AgPwTbeLfFXxD8M+D/FXgbTvhn8M7T4hDx34s0DSPiXp2v6P+pP8AwTX+FGp/sl+DPiz8F/HvgfT/AAV4p8W/tg+O00jwz+z5+zV46+E/7IWg2F38FvC3iDwjqv7PvhLSL34l+G/hB8E/Ffw7+G8XinxrqPir4gDwzp/7XHi/4l/DOXxLdfELxf4Q0XxMAfd+t/s5/s9+Jfi14d+PniP4EfBrxB8dfCFj/ZnhP40638L/AARqvxa8Mab5dzF/Z/h34jX+hz+MdFsfKvLuP7Jpus21v5d1cp5e2eUMz4p/s3/s7/HPXvh54q+NvwF+C/xi8UfCLVrrX/hP4k+Kfwt8D/EHXvhhrt9eaFqF7rXw81jxboWr6h4K1a8v/C/hm+utS8N3GmXlxeeHdCuZZnm0jT3t/wAGv+CnH7DfxR/aQ/a6/aa+K3h74QfCrxN4X8F/sGfsU+HbL4geL/2R9a+NP7SOkrZ/tD/t+618ZLv/AIJ1fHGD4jeC7L4O/tYfCv4fav4c8eafpGk+FPibrfinxrqvwDgubLwiX0C78RfZP7MH7IiXX/BSn/goF+2J49+DPwFWO4+PXgW0+BHxH8dfsj3Fn+1cqTf8E8/2HPBOq+MPhd+1p4m8YwXVr8BQrfGH4Vat8LPDHwmhuIPiQPiauofFSORfFfw/AB9y/Gv9iL9i/wDaU8Vaf46/aM/ZE/Zg+P3jbSfD9r4T0vxj8a/gF8Kfip4q03wrY6jqusWPhnT/ABD468J69q9n4fs9X13XNUtdGt7yPTrfUdZ1W+htkudRvJZvp+vP/hPef2j8LPhpqH/CR/EDxj9v+H/g28/4S74s+Cv+Fa/FPxV9q8OabP8A8JH8S/h1/wAIB8KP+EB+IGub/wC0/GXgr/hVvw1/4RXxHdaloX/CAeDvsH/CO6d1+ry6tBpOqTaBZadqWuw6dey6Lp2r6pc6HpOoatHbSvp1lqmtWWkeIbzSNOurwQwXuqWmga5c6fbSS3cGkalLCllOAaNfHP7fn7XfhD9hn9kz4xftKeL57bb4F8M3Q8LaVPLBHJ4k8c6nG9l4S8PWiXEsEdzc3+rSQsbXzonntYLlUkV8Ed+/xC/aC8PStd+Mf2fNB1rQjHGob4JfGW38e+KbOfdK9zdal4b+J/w++Alg+jW1siuJPDnibxL4mu7qQWdl4TuPlmb+JP8A4OvP2/NH+KXiz4B/sd/D3VPEdhpXhHTdQ+L3xW0DxL4Y8X/D/wAQt4g1pl0rwHpus+EvGWm+HvEENtZ6Rbavrtsuq6JDHdJqmlavprzWM1neXH9H/RJ8EF9Ij6QXhx4WYqtLC5HnOcLHcV4uNVUJ0OFclpTzTO6dCs2vZY7McJhnk+VzSm1mmY4L3JptPyM+zL+ycqxmOiuarTp8tCLV716jUKTa6xhKXtJr/n3CR/Jf8Z/i947+PvxX+IHxo+J2t3fiLx78S/FOr+LvE+r3s89xLcalq109w0UclxJNMtnZRNFY2EDSP9msba3t1YrEK8yoor/tbyvK8uyTLMuyXKMFhstynKMBhMryvLsFShh8HgMuwGHp4TBYLCUKajTo4bC4alSoUKUEoU6VOEIpRikfzhUnOrOdSpKU6lScpznJ3lOc25SlJvVylJttvdtsKfHJJDJHLFI8UsTrJFLGzJJHIjBkkjdSGR0YBlZSGVgCCCAaZRXXUp06tOdKrCFWlVhKnUp1IxnTqU5xcZwnCScZwnFuMoyTjKLaaaZO+5/UH/wTb/bPX49+CU+F3xA1WN/i74F09VS6uXhhn8aeFbURQWusxJvRrnV9NBW011YIjuVbXUpMNeShP1Fr+GfwB488U/DDxl4e8e+C9Um0fxN4Y1KDU9LvoWcbZoW+eCdEdDNZ3cRktby3LBbi2lliYgPkf17/ALJP7TPhv9qL4Uab420sRWPiSwEWleN/DyOXbRPEMcKSTRwuwVprC7Rhc2M7JGzwuA0aYG7/AM7j/SBP2RM/oY+J+I+lJ4B8OOl9Fvxh4jq/21kGUYRQwPgf4l5vOti63DccNh4qlgeAOLKyxWP4Iq0qdLA5HjI43gypTwdHD8MPOP8AE/6bP0Zn4b55W8T+CsBycB8SY5vOMuwlHlo8J5/i5uTjCnTioUMkzetKU8DyqNHA46VTLkqVGrltKf1DX6r/APBPKdI/AvxI06ORCD45tNcmhyDKlzqXhnSdHaYnAKwzWvhq0jiTJAltrhxgyNX5UV+kv/BOm+L33xo00hgLa0+Gl8pLPsY303xDt5AiFRGGT+z4/MZHZyJIhKqKITJ/yseOOGdfwu4nqptLBvJcTJK2qlxDlOEs762TxSl7ut0vs8x9/wDshcfVwf0ysjw9OtKnDNeAOPMBWhF2WIpU8vw2aKjNdYxrZbSrpK3v0IPZNH6d1+f2s663jP4geO/GRLfYTqn/AAgvhsMAjf8ACN/D+91TTJbiRI3kt5xqvjS88a6zpmpQSyHUPDGo+HGlMbwC3g+sPjL4wvfBPw813U9HlMXiXURaeGvCTpDbXTweJ/Et3Do2k6m1jdbkvrDw7NeN4n12BIbp4/Dui6vdm1njtpIz8g6Vplloml6bo2mw/Z9O0iws9MsIDJJKYLKwt47S1hMszPLJ5UEUaeZK7yPt3OzMST/Kvh3l31fLczzmpH38wqxybCNq9sPhZYbMMym07ckpV3lNPDVYc/PGGYUpezsvaf8AYb4a5V9YzHE5tUjengKboYdtb4rExanKL70sNzwmnbTFQav0v0UUV92ftgUUUUAcNpXw88Pad4q1Lxxci+1/xdf/AGu2ttd8QXK6hc+HtFu5Y5G8N+E7cRQaf4X0Mrb2Ud/BolnZ3fiKTT7DUfFd5r2r20eo19Q/sB/Fm6+FnxB1b9kjxRdgeCdcg1bx3+zRdTux/s3TY3bUPiB8HlkKRoIfCmoXM/iXwVZRRmHTvBuoDRFuZP7ItYE8Xrw/4/DXdE8ER/FHwbJLa+PPgnrGnfFfwnf22PtEE3hKX7brluYwUe/t7vw4NVVtGMqQareRWMFwsqqsZ/tr6Cv0gc08G/pA8LzzTMqz4O49q5dwBxZh69dxweGwWPxUMNw9mqhKSoYWHDWbV6GIVSNO2HyevnOFw8aaxk2fk/i9wXh+KOC8wWHoRWaZNGvnOW1IxvVnVo03UxuHbS56jx+GhOFnL38VDC1JuXskj+liivJvgV8W9C+O/wAIfAHxb8ObU03xt4etNVe0EizNpeqIXs9d0WWRSVkn0XW7XUNKmkX5ZJLRpEJRlJ9Zr/qOP89wooooAKKKKACiiigAooooAKKKKACvIPhp/wAjp+0J/wBlf0X/ANUH8D69fryD4af8jp+0J/2V/Rf/AFQfwPoA9fryD4af8jp+0J/2V/Rf/VB/A+vX68g+Gn/I6ftCf9lf0X/1QfwPoA9fooooAKKKKACiiigAooooAKKKKACiiigCG4uLe0t57q6nhtrW2hluLm5uJUht7e3hRpJp55pGWOKGKNWkllkZUjRWd2CgkfyqftY/tB3v7R3xg1vxnFNMPBumGTw/8O9PkUxi18J2c8jW+ozQkLs1HxJcNLruoeYpuLf7Za6S801vpNoy/tz/AMFHvi5N8Mv2b9Y0TS7kweIPixqcPw6s3hnVLm10O/tLzUvGF75AUzPaT+HNOvPDclzE0BsL7xLps4uFn8iGf+a+v8q/2iXizXVfh3wcynEyhQ9hR4r4tVKbSrznVq0eHsrrWteFH2OJzavQnzQnOplNdJToxZ/id+1c8csSsRwp4A5HjJU8N9Xw/G/HSo1GlialSrWocLZNiOWzdPDqhjM7xOGqc0KlSrkeJSU8PFhRRRX+WZ/iwFFFFABRRRQAUUUUABIAJJwBySegHqa/X79h/wCCx8CeBbj4la/aNF4w+J9tp95aRXMM0VzoPgK3V7nw1pRguVSazvtaa6n8T65G1tY3qtqGkaFq8Es/hW1lH5//ALNHwgk+M3xT0vR7+wW78EeGli8SePnmP+jTaZG8qaN4adVWQyT+LNWgNvLbTJDBc+GdM8WPHeQ31rZw3P7xV/MX0ieO5YLBUOBcurWxGZ06GP4glTmuall8KqrZfltRJycZY3EUqeYV4SVKrDDYbASi6mHzCaP+g/8AY4fRZeFwmcfSm4xy61fHRzDhPwmo4qk1KngoTng+LuL6CnFq+LrQqcLZViISjUhSw/E0KkJUcXharKKKK/jw/wB8QoorwLxR+0Z4E0m4udK8JLf/ABN8QWs0tpc2Pgn7Jd6JpV3BLdWl1B4g8bXlzaeENLu9LvrdINa8PQavqPjiwguoL2Hwje27hj6mV5LmudVpUcrwGIxkqai686cLYfCwm2o1cZiqjhhsHRbTXtsVWo0k07zVjahh6+KqxoYajVxFefwUaFOdWrLVJtQpqUmldcztaK1bS1KniTxw/wCy58avDfx/M8lt8IfiXdeHvhX+0fZLv/s/R7m7u4tK+FHxsa3iURxXvhnVbxfh/wCMb8ie91bwlr3hqJ0ki8F6ZHF+tyOkiLJGyujqro6MGR0YBlZWUkMrAgqwJBBBBwa/AP4o33jr46eFPEfgjx9q1l4U8D+K9Hv9F1bwZ4ALTXdzY6lawwTQ6v8AEHW9Pj1jUJLO6hOo6ReeFNA+HU9s072WqLrkMSSt9xf8EyPjbrfxL+ALfDjx5qFvefFL9nvV5PhX4weOWSSS/wBM0h7my8J6/mVpJGttQsNNvNNtp5JZJrz+wpb248ua4eJP+of9kx4xZxxL4NZl4K8Y5vhcy4k8JauHnw/KliauKrR4CzidVYDKqmJq04wxlThfN6GOy9VsFWxWXYfJsdw9gsHiJ0qCUfy3xU4GzThrEYDOsXhY4bD5460JU4zhOVLGYaNOUnWVNyp0pYqjUjUhDnlOU6OJlUjCSs/0cooor/WU/IwooooAKKKKACiiigAooooAKKKKAPINa/5L58NP+yQfHD/1NP2e69fryDWv+S+fDT/skHxw/wDU0/Z7r1+gAooooAKKKKAPIP2e/wDkgfwP/wCyQfDT/wBQvRa9fryD9nv/AJIH8D/+yQfDT/1C9Fr1+gArk/HXj3wR8L/COv8Aj/4keLvDfgPwP4WsH1PxJ4v8X61p/h7w5oWnpJHEbvVdY1W4tbCyhaaWG3jaedPNuJobeIPNLGjdZVK/03TtVgS11SwstSto7zTtRjt7+1gvII9Q0fULXVtJvkhuI5I0vNL1WystT066VRPZahaWt7bPFc28UiAHxTrH/BSD9jrRPDXw08Z3HxP8Qaj4O+KvwX8BftG6F4s8MfBf46+MvDPhX4BfFDTtQ1bwD8ZvjTr3hL4aa3pX7O/w08T6foviG5sPGfx9u/hpoKp4W8XrdX1vJ4R8SppXrnx7/ap+Cn7NI8LxfFbWvGCar40h8R3vhnwt8OPhF8Yfjl451TRvBsekS+MvFCeAfgd4D+IvjW28GeDV8Q+Hh4v8bXmgW3hLwtJ4g0GHXta0+XWdMS6/FbxR/wAElP2l774Cfs1/B/T/ABD8KdR1vwR/wTV/Zd/YZ8deJbD9ov8AaH+D3hXwB8QPgb4T8aaJ4n+KOp/C34b/AA0uPB//AAUW+Eus6j4ytZPDv7Mn7YcHgn4XafpnhnxNaLZ6ZD8efifaJ+kn7Ujf8FC/H0eueBP2cPhb8BdA8DRfEXUPC/irxb8Sf2pPHvwf+InxJ+C118J/hp4gg8Q/CHxL8M/2ZP2gX+D/AIo1L4qeJ/ih8KvEk3iXw7f+KdC8J/DKDxv8O9W0jxF8TvDfiX4XAHvo/a9/ZlfxV+zn4HtfjX4E1Lxf+1vpUniH9nHw5o+q/wBtat8V/C8Xwz8U/GE+MPD1npMV7LB4Kk+HfgzxFr9v4z1gab4WupbS10O21eXxDrGjaTqHJeHP29P2RvF/jbx18N/Cvxq0LxH48+G3xs8Lfs7+MPCeiaN4t1PW7D4veMNT8VaLo/hrT7Kz8PTS+I9Pt9Y+H/xM0vxL4x8NDV/A/gvUfhJ8Y7Pxl4k0G4+EHxMj8K8Vrf7LWs6ve/8ABNvXPDXgj4P/AAiH7JHxO0fxj8RvAPg7XNY1vw94e8C6T+wh+1z+zPoPwp+EHit/hz4Q1Hxt4f8Ah98QP2itEXwjP4t8KfC+0uPAFj4o8RLonh3xFc2/g3Ufzb/bT/4I5/Fz4h/HLWvjz+wT8UvAn7GHj6/8f+HvihqHi3w/rfxEXXfHvxN8ZL8YbL4tfEbxfDbafqthoDeANR8b+HviZ8Nfhn4LNj4C+MniHxf+1n4E+M0ej6F+1l8TvFV0Af0K0UUUAFFFFADXdI0aSRlREVnd3YKiIoLMzMxAVVAJZiQAASTgV/j3f8FV/j/J+1X/AMFBf2rvi7eTf2lo+q/GDxVoHhRZ901tD4R8EX8vhDw0bKGcyG2trrTdGi1JIch0mv5nf988hP8ArHftbeOrP4Y/stftF/EC+lihh8I/BP4na2jTyeVE93aeDtYbT7dpACU+1X5trYMASGlBAPSv8Xy7u7m/urm+vZ5bq8vLia7u7md2knuLm4kaaeeaRiWklmld5JHYlmdixJJNf7q/sSvDzAZrxL49eIeZYGhiXlXD3CfAmAeKw8a9Krh+J8fmmeZ9QtVUqLUf9Vsh9rBwnKUa8LuELqp+ZeJGLnTo5XhISceetXxU+V2adCEKVJ6a/wDL+rZ3Wz3e1SONYkWNN21Bhd8kkrYyTgvKzu2M4G5jgYUYUAB9FFf9D9KlSoUqdChTp0aNGnClRo0oRp0qVKnFQp06dOCUIU4QSjCEUoxilGKSSR+Stttttttttt3bb1bberbe7CiiitBBX01+yh+0t4n/AGXfitpnjrR/tV/4euzHpvjXwzFctFBr+hOzhv3TSJbSalphlkvNJkuMCO48yETWyXUsy/MtFfm3jD4ReHfj54X8c+DXi1wxgOMvDjxH4dx/C/FvDmZQk8PmGV4+CTlSrU3DEYHMcDiIUMxyjNcFVoZhlGa4TBZpl2Iw2OweHr0/G4i4eybizIs14a4hy+hmmSZ3ga+XZnl+Ji3SxOExEHCpBuLjOE1dTpVqcoVaFWMK1GcKsITX9ynw8+IHhX4peDPD/j3wXqkGr+HPEmnwajp15CSD5c8au0FxE4WW3uoGPlz28yRyxuMOgyM/pp/wT5uYk8f+O7QDbNceD7e5JBcebFZa1ZxKHAcRn7O9+xiLxu6/aZvKeJWmWb+HL/gnN+2hc/ALxpF8N/HeqzN8JfGF6I42uWMkHhHxDeSRpHqMDvIgs9M1CQLHqAbfZW1y5vZEs0utT1FP7SP2FfE+laT8XtR1u+1K1tfDV78J/Fcj6xNPHFpsRt9S8J+JYrqe6kZYI7ZNA0TXr9p2kASC1kkK+UsskX/lN/tmv2bHiT+zo8U/EbwezlZpxH4Y8VZTmfFngZ4jSwkvZcc8D4TMKOLp5fjqlChSwkeNeFasMLk/GOVYenT9ljng83weHjk2eZNWxH+c/wBEzwUzv6PH7SDwXyWtWxGJ4R4iq+I3+q+dzXLDNMrxHhnxpGnluNnGMaX9q5ZjHgqeNowUfa1I4XGUqcKOKpQX3J8cNdfX/iJonheFkk0nwDpZ8R6iUe2njfxp4nhvNK0e3LxA3NjqXhvwgNcuL2wuZEju9N+Iuh35tm8qyuV4CqFje3usvqPijVbWay1jxfqdz4m1KzuhAb3TzqCxJpeiXs1vDBHdT+GPD9vpHhZbvyUe4t9EglkBkZib9f4kYfBQyzBYDKYezccrwlPBzlTlGpTqYpTqV8xrU6ycnWo18yr4yth6kpO2HqUqcFTpwhTh/wBi/CmVf2PkeCwso8tepD61i7q0vrGISnKMl/NRh7PD+apJu7uwooorQ+iCiiigApksUc8ckM0aSwzI8UsUiq8cscilHjkRgVdHUlXVgVZSQQQTT6KcZSjJSi3GUWpRlFtSjJO6aa1TT1TWqeqBpNNNJpqzT1TT3TXVM9B/4I+eOZdB0j47fsvanPOJPg/4+1DVvBkF55S3MngrVNQutHVo44nYRw50rRtfdSqgy+LxKgVZfKi/aev5p/2RPE118O/+Cql7pDyrBZ/GHwW9pOzsFh/s24+HcE2nxrkACa48WfCDylVdzvNdKTjzmNf0sV/2J+BvGFfxA8GPCnjbF1VWx/FHh7whnWZ1FJSvm2OyLA1c2i5K15U8yliqcnZPmi7pO6X+YPF2WQyXiniPKaUeSjl+d5nhcPFq3+zUcZWjhnbtKgqcl5PcKKKK/VD50KKKKACiiigAooooAKKKKACvIPhp/wAjp+0J/wBlf0X/ANUH8D69fryD4af8jp+0J/2V/Rf/AFQfwPoA9fryD4af8jp+0J/2V/Rf/VB/A+vX68g+Gn/I6ftCf9lf0X/1QfwPoA9fooooAKKKKACiiigAooooAKKKKACiiigD+en/AIKofEmTxP8AtAaB8OrW4km0n4W+BbF7qMMEit/GPj26k1nWbV4hGrzSR+E9M+H97HcSSzQxrqcsFqkEv283H5m19B/tbeIpfF37U/7QniKcgSzfE/V/DvkoSYYIvhzY6Z8LrURZyQbm08EwX10Ccfbru6K4QqB8+V/znfSS4mq8W+O3ilm9WpKrGHF2Z5PhpNyaWC4dqLIMFGKk5cq+q5ZSdovk5nJx0Z/yafS64wr8c/SX8aM+rVZVoU+O85yDByk5NLLuFKy4Yy6MVJy5Y/U8ooycYvk5pScNGgooor8QP5yCiiigAooooAKRiwVisU8zAErDa2893cysBkRW9raxzXNzPIfkht7eKWeaQrHDG8jKpWvsf9in4Sv4/wDia3jXVbSC48I/DOSC8P2mFZ4tQ8dzLFdeHbGLdujEvhyDHim8J2XVlet4RmjV7e/lK+LxHn2B4YyLNOIMxf8AsmVYSeJnTU1CpiKt40sNg6MpRklXxuKqUcJRbi4RqVozqWpxnJfvH0aPAjiH6SPjTwV4S8P+2w8c+zCNfiHN6dP2keHuE8vccTxFntTmi6XPg8vjUhgKVdwpY3Nq+X5d7SNTGQZ+hn7LXwhl+D/wo0nTdZsobXxt4kYeJ/G4jlFy1trF/DEttoS3Iklikh8NaXHZ6MzWbpp95qNtqWs20EUmr3Bf6NrhPG/xN8B/DiC0l8ZeJbHSLjUluW0fR0S61TxN4gNkbcXsfhrwpo9vqHiXxLNYrd2819BoOk6jNZ20gurmOK3VpV+d/EHx98eeIme38AeF7TwXpRYr/wAJR8QoRqmv3kayTIz6P4C0PU4bfTra9tJLS90vWPFPiu31jTruO50/Xvhnwrn/AD2q5TxZx7mmP4mxWHVKGcYzEYutmuOlLBZWm6soToYCddzq4ujgIxjhqeCy2GOxGFoUqVFUbRij/t08PPDrA8LcL8OcB8BZC8Hw3wlk2W8PZNgMJDlw2Ay3LMLSwmEpVsTUcaftXRpxqVq2Iq+3xVaVSvUlUrVJyl9Xa3ruieGdKvdd8SaxpXh/Q9NiE+o6zreoWmlaVYQF0iE17qN/Nb2lrEZJEjEk80aF3RAdzAH5x8RftJxXhez+FnhO98WHJRvF3iZrzwb4Hiw9xDK+mm80+48W+LJogLLUdOm0fw1B4K8RabcsdP8AiHb3EbIPApvD6arqtr4i8Xapq/j3xPYuZbDxB4wnttQn0mZ4I7Wabw1o9nZ6d4V8GSXltDbw6kPBfh/w8mrtbw3Oqpe3ga5boK+xyzgbh7LeSpj3V4hxcbOcJutl+TwmtJxp0aFSnmeOgpR9pQxVbE5W5wmoYnKouLUv3LKPDOK5a2d4vmej+p4FtR78tXFTgpPR2nCjSg1JXhiJLUzPEA8U+Pg4+Jviy78U2MqkSeDtLtW8LfDgK8cEdxbz+E7S9vr3xNY3LWtvdtY/EbxF46gsdQE9zoo0qKc2y3oIILWCG2toYre2t4o4Le3gjSGCCCFBHFDDFGFjiiijVUjjRVREUKoCgCpaK+vlWm6NLDRVKhhKDk6GCwtCjg8DQlNL2k6GCwtOjhaM6zip16lOjGdeo5Va0p1JSm/0vL8ry7KqXscvwdDC03bm9nD95Ua2dWrLmq1pJaKVWc5W0vZIpajqWnaRZXOpatf2Wl6dZxNNd6hqN1BZWVrCv3prm6uZIoIIl/iklkVB3Ir5u/ZZ/au+FvwW/wCCh97FovjE+OPBH7R3gPTbHXB8LdE8SfFo2XjnSbOXTNI3af8AC7RfFt292n/CH6Dp0MAga7jm8dXVxcxrBPby175rnhDwn4mudJvfEnhfw74gvNAuJbvQrvXNE03VrnRbqdY1nudJnv7a4l064mWGFZZrN4ZJFijDswRQPkP9rHWrv4efEH9mn4wWAC3XgXx9fLaOm8TNqUVx4a8cafGSuF8nyfh/qQYOR88iIvEjg/33+zY4zw3CP0pOC8vjPGqfHeUcU8IZnP2tChgaVCplWIz/AC+g6PssRWx0q+b8PZUo1PbZf9Xq1OVU8RCDdT8m8d8qqZl4e5rXaotZPicuzPDrlnOtKccTDB158/NCFFQw2NxLceSvzxj8UG0o/wBOPgj4k65401q6sZ/g38VfBfh5NLbUtN8ceN4/h3pWi63ILuC2j0q18N6f8RNX+KGk6pNDLJfrF4s+H3hy1jtLWdLm7gvntLK5/NbxR+1H8dtO/wCCT3/BRb9pez8c+T8bfgR/w+g/4VT41/4RnwdJ/wAIr/wyb+0n+2X4A/Z//wCKcl8PP4S1z/hAfCXwo8AaT/xUeg6x/wAJV/YH2/xr/wAJHqeqa1e6j+utnd22oWlrf2cqXFpe20F3azxkNHNbXMSzQSow4KSROrqRwVYGvkmf/gnt+wLc+O/F3xSuf2Hv2QLj4m/ED/hYv/Ce/EWf9mn4Ly+O/G3/AAuDR/EXh34t/wDCXeLpPBTeIPEn/C0fD/i/xZoXxF/tnUL3/hNtH8UeItM8Tf2nZa3qUFz/ANNB/A58NftQftK/HLwzrv7bvxF8KftAal8LtV/Yv17SvCnwH/ZRtPC3wX1PQP21vE8n7JPgv9qTS9C8XXvjrwPr3xmutT+MXiXXfH3wI+Gdp8DvHvwzn0/WvhN4j1OOLx7rUGp6HZbfxO/ay+M/hvV/2xfD+mfEezsNe+HP/BXH/gmF+zd8KtFk0PwPLq1h+zx+0Naf8Etb/wCMfhSx0680KW88QWni+x+MX7Vt5/wl2qQ6r4s0C1m8VXHhbxHokPw60R/Cv6CfGL9kj9lb9obW9I8T/Hj9m34EfGXxV4e0a+8PeG/FvxO+E3gTxv4t8MaJqTTyX2meGPFPiPQtR8QeG7S4muZ7h49D1GwxdSvdIVuD5tdJrH7PPwB8Q/Frw98fdf8Agb8Htc+OvhLTX0Xwr8atY+GfgvU/i14Z0eSO7hk0nw98R73RJ/GOi6a8N/fxPYabrNtatHe3aNEVuZg4B+HHiL9qT9qPxtqvgyOT9uK3/ZW0HwnB/wAF9Pif4t+I3iH4Z/ADW/hhqek/sA/8FSfhH+zh+zj4V+N1t40+HF3rUPwe8GfBnxxrPhbxnJ8KPGHwk+LHjCOOy1+9+KEvi+E6rdwat+1H+3d+0P8AGfwAPBegf8FDfhpo+v8A/BM//gn5+1H4u+Bn7Fel/wDBKmDUvhH8ZP2oPFf7Xg+JGgfGHWP+Cnvh/RfGt9fWVr8JPCPg/wAJ6X8OzFbaRP4H8ZXXjfw/oGra1pJ1L9p/F37IX7Jvj+98Cal48/Zf/Z38baj8LvG3jb4l/DO/8XfBT4a+JL34dfEf4l+NY/iV8R/iB4EutZ8M3s/hHxt8QPiNFF4/8beK/D8mn674r8axx+Ktdv7/AF1FvxkfGv8AYi/Yv/aU8Vaf46/aM/ZE/Zg+P3jbSfD9r4T0vxj8a/gF8Kfip4q03wrY6jqusWPhnT/EPjrwnr2r2fh+z1fXdc1S10a3vI9Ot9R1nVb6G2S51G8lmAPkkeDf2j/iB+1j5fwU/b6/ah1P4S/Dn4vHxP8AHzQfEHgH9hXUfgJo+nWuvHXZv2Qvh3qOl/sZaR8bfEmsNp0tv4W8XeKG+OE/ir4TeEPKHiHx74i+LWoJFZdV+3P8X/2rfBvwm/ZV8FfCHTfDHgP9oL9p/wCOHhf4JeKtV8M/Erw6fC/wk1m4/Z9+Nnxm1+Xwl8YPi7+zp8Q/Dlxo8njP4Rad8NtD8ceNf2VPE+qa7pniuG60j4JyeO9U0HwpD7Z/w72/YF/4Wn/wvT/hh79kD/hdv/CwP+Fsf8Li/wCGafgv/wALT/4Wn/wkf/CYf8LL/wCFhf8ACFf8Jb/wsD/hLf8Aiqf+Ey/tf/hI/wDhI/8Aid/2l/af+lV7Lr3wC+BPin4Q2f7Pvif4K/CXxH8BdP8ADfh7wbYfBHXvhx4O1f4Q2PhDwlBYWvhTwpZ/DXUNGuPBlt4b8MW2laXb+HtDh0VNL0WDTbCHTbW2js7dYwD8xJ/2sP2kfDf/AASzh+Mh1m28c/tMWPxusP2Wtd8Xy2Pgrw3Y2vi6b/goDb/sR+L/AB/a6nJ4cs/hjqVj4BsptX8Y6X8VL/4ceDvhn47tvDdr8VNW+DPw58G+ILr4XeHfGvF37Qn/AAUA+HX/AATS/wCClHie4+Nfgpf2rf2GZv2iJdY+Jfi7wh4Q+LltpOh/D/8AY68J/tPeGtK8IeIPA3wx/Za+GXxh8YNJ4+8J6XF8QtZ/Zo+EHhXwjd32v+E/FXwW+Imq/DO61r4n/sTd/sz/ALPt6/hJbn4OfD19M8CfB74hfs++EvCyeGdNh8CaL8EvitffDPUPiF8L7f4fQwx+CJfBvia4+Dnw1W70a68Pz21vZ+FbTTrBbTT7zU7W+0/D37PvwE8I/CG//Z98J/BH4Q+GPgLqvh/xH4S1P4I+Hvhr4M0X4Q6j4V8YQX9r4u8M3/w103RbbwZeeH/FNtqmp2/iPRbjRZNN1uDUb+HU7a6ju7hZAD8gP+CrP7Xf7dv7EHxS0b4++An+Hsn7Dmgfs8/EG18X6dq2maLrviW6+Pq+E/jPrdtq95oFjHL8XdatPh7Donwf+K8Vr8N4Lnwta/s/eAf20NW+I1vL4v074Gqf03/Yo/aC8K/tRfsu/CT4z+ENb8c+IrHWtI1nwnrmsfE3w94T8K/EO5+IHwo8V698JPilH420D4fyz/Dyw8T2XxL8DeLbHWf+Fc3V78O7q+tprzwFf3/hG40a8n9/8Q+CfBni260S98VeEfDHia98NT6tdeHLvxDoGla1daBc69oGqeFNcuNEuNStLmXSp9Z8La5rXhrVprB4JNR0DWNU0a8abTtQu7aZPBPgfwX8NfCXh3wB8OfCHhfwB4E8IaTaaD4T8FeCdA0nwr4S8L6Hp8QhsNG8O+G9CtLDRtF0myhVYrTTtNsraztogI4YUQAUAcRrX/JfPhp/2SD44f8Aqafs916/XkGtf8l8+Gn/AGSD44f+pp+z3Xr9ABRRRQAUUUUAeQfs9/8AJA/gf/2SD4af+oXotev15B+z3/yQP4H/APZIPhp/6hei16/QAUUUUAFFFFABRRRQAUUUUAFFFFAH5wf8FgZry2/4Jdft5XFhDczXdv8AsyfFKeP7IrNNAsXh65klvQFDFYtPhWS+uJMbYre3lkYqqFh/kHV/scf8FI/BNz8R/wBgT9sTwLaWz3c3ij9nf4p6SIU88t5dx4U1H7RNttpYZ5BbQLLctFHIDKsRjKuHKN/jj1/0Z/sQsVhp+G/jtgYyi8Zh+N+FMVXimudYbGZDj6OFlJXuoyq4HGKDas3Gdm7O35F4lRksZlcn8Lw2Iiu3NGrBy/CUb/IKKKK/3FPzQKKs2lleX8wt7C0ur64JjUQWdvNdTFpX2RKIoEkkLSOQkYCku3yqCeK9Q0X4H/EvWxvTw9JpkPmLGZtbni0wKWxl2tpS2oGKNWDO8VlJkbliEkqtGPxPxV+kn9H3wNw9TEeMHjV4YeG7p03VjhOL+NeH8lzXERs2o4HJsXjoZtmFWST5KGBwWIrTs+SnI/UfDjwQ8ZPGDFrBeFfhZ4geIdf2qpVHwfwlnmf4fDSbinLG4zLsFiMHgKUOeMqtfG16FGlFqdWpCOp5NRX1xo37LUpIfxD4rjQB13Wui2LSFoxyxW/vnjCOw4UHTZFQjcTJnYPW9G+Anw00gs0mjz6xKWUiTWb2a5CBTnYLaD7LZMrH73mWzsw+UsUytf5e+Lv7fH6A/hy8VheD858RPGvM6LlThDw/4KxWWZQ8RHTlrZ14gYng2nPDJ6SxeV4XNoNJyowrK1/9F/C39iz9N7xCWGxPEfDfBfhHltdRqfWfEHi/B1se8O1zOUcl4Ko8XZlQxFrxhhM1pZXV9pZVnQpv2q/PGCCe5lEFtDNczsAVht4nmmbcwRdsUStI25yFXCnLEKMkgV/SF/wS+/bx134W+Hh4C/aKsPF+l+G9ERbHS/Fx0q6l1XUPC1zZXtreeGbzR5o1vrya7tpZ9DvrsrZ291o2rT3dzM+tw3VxrXxBp2kaVo8TQaTpmn6XAxUtDp1lbWUTFRtUtHbRRISq/KpIOBwMCtCv+ej9qH+1S4X/AGkvg1ivAfPfot8J8L8MYbO8Ln3C/Hme8XZjxL4lcI5thpQpVc04VxeWZXw3lGS1c1yyeMyfOctzHD8T5TmGBxUZ18NUxmCy/E4X/Rzwj/0frwxyXiTgrjXxl8beIuMM+4Iz7D8UZDgeBOF8p4Uw+VZxh8NjcE1DO+Ia/F+KzDC4rC4ueHxsVk+VLEYOticJOlzSpYql/UV/w9c/ZE/6DXjr/wAIi/8A/kij/h65+yJ/0GvHX/hEX/8A8kV/LrRX/OB/xJh4P/8AP/jD/wAPeD/+dP8AV35W/wBHP+Kcfgt/0WXi1/4eeCf/AKX5/UV/w9c/ZE/6DXjr/wAIi/8A/kij/h65+yJ/0GvHX/hEX/8A8kV/LrRR/wASYeD/APz/AOMP/D3g/wD50/1d+Vj/AIpx+C3/AEWXi1/4eeCf/pfn9RX/AA9c/ZE/6DXjr/wiL/8A+SKP+Hrn7In/AEGvHX/hEX//AMkV/LrRR/xJh4P/APP/AIw/8PeD/wDnT/V35WP+Kcfgt/0WXi1/4eeCf/pfn9RX/D1z9kT/AKDXjr/wiL//AOSKP+Hrn7In/Qa8df8AhEX/AP8AJFfy60Uf8SYeD/8Az/4w/wDD3g//AJ0/1d+Vj/inH4Lf9Fl4tf8Ah54J/wDpfn9N3wG/af8Ah38cf+ChHwC+IvwputZl0Ww8SfBDwDqV3rOlyaPIdQ1j4geNbG/hjt5Lh53iXSPFNoJJ3VLdhN5amXy7hU/sqr/PW/4JT6ddn42/B14YoymtftGfB6ySWazt5G8y08Z6Gs3lTSQyXCxQxXkUjSxMqxu0uwiSKQj/AEKa/wBrPADhXA8E+DPh1wrlksXLLsl4cw2FwMsdVjXxbwrq1q9H21WFOjGb9nVjyyjSguTlVtLn/Mh9LXhPIuBPpJ+MnBnDWNx+YZLwxxrmOSYTGZpWwlfMa08uhQw+L+uVsDgsvwk69PGwxNKo6GCw8E4cvJzJyZRRRX7AfzsFFFFABRRRQAUUUUAFFFFABXkHw0/5HT9oT/sr+i/+qD+B9ev15B8NP+R0/aE/7K/ov/qg/gfQB6/XkHw0/wCR0/aE/wCyv6L/AOqD+B9ev15B8NP+R0/aE/7K/ov/AKoP4H0Aev0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB/H58Z5Wm+Of7QErwzW7v8AtC/HwtDO++RG/wCFweNQwLbI/kJBMS7cJEUQM4Xe3nVflF/wUk/4Kd/FH4A/tz/thfBnQ/hX4Slfwf8AtIfF9LfXvEGqa3dXV/p2v+Nda8TWF4NOthp8Vs09lrdrNa7ri7txbmMiOVHUj81tQ/4K5/tYXMkv2E/DnTYWbMSp4Re7njX+601zqbRSEHPzC1j4wNuQWP8ALuR/6Ox+068Z8dmXiFk/h94Z8O8J8b4yvxjwrm/FnjBwcpZ3w9xTXqZ1k2YwwfDGK4ox+ClistxuGxVTC5phcDjKHtfY1sPDEQqUof8ANrxv9A/x94k8Q+PM2p4fhPL8HmnGfE+Y4SvmnEkfaVsLjs8x2JoVp08uweY1Kcp0qsJzhOKqRbcXHmTR/UNRX8l/iH/gpl+2J4gUgfEuHQ5M5Wbw94e0bTmUZHyiJrW4tmG0BcyQO4GWDiQs5811P9uX9rfV0eK/+PPjuSKQESQwXlnZQyKeqvDZWVvE699rIVyAcZAI/f8Ahj/RRP2gObUMPieI/GD6KfCftZWxGBnxh4oZ3mWGimry5Mt8Jf7LrNxbcI083V2uWbppqRrl/wCzc8WKyg8z428P8Be3PHC1uIMwnHXXlU8kwMJ2W3vxu9GktT+xqsS/8S+HNLmNvqfiDRNOnVdzQ3+q2FpMq/3jHcTxuF9yuPev4pNR+OHxm1V5Xv8A4r/EWcTHMkP/AAmXiCK16BdqWcGoR2sSkDlIoUUkkkZYk8PqfiXxHraLHrOv63q8auZFj1PVb6/RZD1kVbueVQ57sAGPc1/S3C3+iKeJeJxFJcbfTa4GybCuCdeXC3gvn/E2Ip1OVNxpQzbj/hKnVgpc0VKdSjJxtPkTbgvu8u/Zm4yTTzbxewtNfap5dwbVrNbaqtieI6CfVWdBdHdWs/7ZNW+Mvwk0OGSbVvib4DsliUs6SeK9EefABJ2W0V7JcyEAEkRxOcAnGBXkV9+27+yVprSJd/H34dLJEzLLFDrP2qaN0yHRobSGeUOpBBQpuDDbjdxX8b1Ff0Zwn/ojPglg6c1xz9MvxT4iquUXTnwn4W8JcGU4wS9+M6WccS8eSnKT1jONamorRwm9T7vLv2avh/SS/tfxH4xxzvq8uy/JMrTVtksTRzhp3u73emlur/rN8Tf8FMv2QfDaTuvxFm1/Yjm3Ph3RdQ1MXcqqxSJESJLiDeyhBLeW9vEpYFnA5r6g+H3/AAXh/Y+8M/D3w94F0v4oeKvhjpWn2kcutTeE/hNr2veOfFOt3Ad9U1XVfE+uaDJoOgWuppOtnJ4d0Xw3rWt6Aml6dHovxWvbWFVP8SVFfsuI/wBEj/ZyZ3k2Cy7izxa+lvnWLwuIhjJ4vC8Z+DuCwVXE06U6MaiyfMfA7PcKlGNWs4LETxcqU6jnSnCcISj/AHF9FDwr4L+h/mXE2d+HmUUeJM/4qwWAy3H51x66maY3DZZgK08V/Z2W/wBiVOHaOFwWOxbpYvMqM6ddY6vg8A6rcMFh4Q/uE0j/AILa/wDBNjRZr69s/G3xEl1XVPs39sa9q3w88e694n102SPFZNr3ijXBqPiDXXsYHNrYyavqd49laBLS1aK2jjiXpI/+C53/AAT1lQOvxA8bKDnAl+HPiGF+Dg5jljRxyOMqMjkZBBP8K9FeJif9D9/Zl4mbq1PGH6blWvLkUq2K8UvBzEzlCnCNOEXJ/R9hN8sIwhC82owioKNlHl/v2h9M7xRw1OFChkfAVGhTjy06NDJc2o04K97QhDiDkit9IxSu7n91o/4Lk/8ABPYnH/CwvGQPqfh9rwH/AH0VwPxPt1p3/D8f/gnqDhviL4vHGc/8K+8QMP8AyHG/NfwoUV5db/Q8v2a8pJ4fxn+mRShyq8a3H3hDXk5X1anT8D8MlFqy5eRtO75tUo9UfpreKKXv5LwXJ945dm8ei6PO5a3v17K2l3/dgv8AwXH/AOCejttHxH8XA9ct8PPEaLycffeBU78jdkDk8Ampf+H4P/BPfJX/AIWT4pyBu/5EPXcYzjhtm0n/AGQS2OcYr+EqivPl/od37O1xah46fS4jO/uylxV4VSildaOK8J4NuyaupxV3e1lym0fpseJKa5uH+EWuvLhszi36N5lK33M/uvuP+C4//BPS2TzJPiP4vZcA4t/h34ku3wWC/wCqtYJpM5OSNmQuXICAsPAvjb/wVG/ZD/ams/A3w8+DevfEPxN4q0fxy3i++tU+Evj8LaaBYeB/Guj3d7I9voV1K0Y1DXtKtdsMTnzbqJn2ojsv8Ztfpz/wSsheD48eJtcGladqsemeAr+2uI9Sju5IIYdT1CxAmQWlza5lNzaW8YWWRlKu7qheMMv5l4q/6MR9Cn6GPA/EH0ouAfGz6RObcVeDeHwnE/D2S8X5t4f4rIczzermODybB4PNHlXBGT42WExFXNI03Tw2Io1pTlGMavvcoq/0ruOON6NbhPMMi4doYHPKc8Hia2Fp45YmlS5XVlOk6mLnT54+zunKDSW6Z/qQfshfHPwz8Uvg18ErLTtM+Jdtrd18DPAPiK/vPFHwX+Mngjw07QeGfCtrqUNn418a+BdB8H6nftf6rGbHTdP1+81LVrKHUdU0q2vtM0nVLyz+Hh+0R8fluW/aOf44609s/wDwUb/4YaT9iX/hFfg3H4Di8A/8NpH9lP8A4Ts61/wgUn7Rtx8XG+Dw/wCG0ftP/C2oPAi/DR8f8KvbwjF/wlU36P8A7LFv9l/Zl/Z4hMEVqw+CHwrkktoN/kW80/gfQ554IBI8kiwRTSOkKu7usaqrOxBY7X/DPXwCPxi/4aIPwP8Ag+f2gP7F/wCEb/4Xn/wrTwX/AMLi/wCEd+xjTv7A/wCFm/2L/wAJr/Yv9ngWP9l/239h+xgW3keT8lfxOeAfD/wu0z9oD/h5r+0N4C8QftnftAeMPgl8Mv2f/wBnD9oTwz8CNd8E/sgWXgT+2P2oPif+3t4A1nwHqHinwn+yz4Z+Nt38P/hfpn7P/wAONS+Fqr8W4fHf9sWWpyfE7x38TdM1W50uvyy/Yc/bw/b4m/Z81348fFHUf2jvi7qul/8ABHm8/bnk8C/tQeFf2GvDun/GL45al4D8IeOfhlqf7Gtp+xFoHh/xrqPwG8STaf8AE/RfiFoHx6A+L3gkeKv2fbLUNG8M694m1aLU/wCmy28J+FbPxVrPjqz8M+H7Xxt4j8P+GfCfiHxjbaNp0HirXfCvgvUfFmseDvDOs+IYrZdX1Tw/4T1fx7461Twzo19eT6doOo+NPFl9pdta3PiPWJbzB8PfCj4W+Eofh9beFPhr4A8MW/wl8GTfDn4VQeHvB3h3RYfhl8Pbiz8N6fP4E+H0Wm6dbJ4M8GT2Hg3whYzeF/Di6bokln4V8N2z2LQ6HpiWoB+X2ofFb9oH4M6/4w+HWk/tkeEfj/P8Q/8Agn7+0p+1n4W+O/7QWlfA/wAE/CH9nr4gfC2++EWh/C7XNd1T4FeBfh3p+nfst/Epvix4n8YW158RLvx74vsvDHwN8ZXNl8U/E8FvrUln3H7F/wAUf2g7/W/i/wDDDx18RPiJ8X/ih4N079mDx5deDP2mbD9mrwVrfhf4bfGbxZ490PxX8SfBPxq/Yk8La58KPid4A1/w98OvH+sfA/4e+IvhP4E+KI8UfDeTQvix418PeE/i34Y8b+BfuD4Zfs4fs8fBS18a2Pwa+AvwY+Ell8StSm1n4i2fwy+F3gfwFa+PtYuY7mG41Xxrb+FdC0qLxVqU8N5eRTX2upf3Usd3cxvKyzyh8nwJ+yj+y38LfCt94E+GP7NnwC+HPgjU/HHhj4nal4N8CfB34d+EPCuofEnwV4m0Pxp4N+IV94e8P+HNP0i78ceEvGPhjw34s8MeLLizk17QfE3h7Q9e0rULTVNJsLq3APzS/wCCgfx//aN8A+O/2wtY+FP7QHib4N6N+xL/AME9PAn7YvhH4caF4K+CXiLRP2nfiT4o8Z/tY2mqfDXx/qPxR+Gnjbxpb+GrS0/Zx8CeDLG2+DXiT4feKbfXPjVbX15rd9djw1pdz9a/8FPfiT+0B8F/2CP2r/jT+zV408GfD34l/Bj9nz45fF+38W+MvBb/ABAGmWPwv+Dnj3x1CnhfwxPqml6Dc+LdQ1/QdB07TL/xemueFNEtbvUNa1fwj4ySwi8Lav8AQvxP/Zk/Zt+NvirwN46+M/7PfwP+Lvjf4YXY1D4aeMfif8J/AXj7xV8PL9b601Rb3wN4h8V6Bq2r+Ersanp9hqIudAvNPmF9ZWl2H+0W0MibJ+Bfwfls/jnpl/8ADrwvrmjftMaxda58ffD/AIm06PxT4a+K97f/AAl8DfAnUoPGPhrxGdU0HU9H1X4Q/DbwV4C1fw8dOTQNW0PRRHqOmXVzqGq3F8AfEvxX0n46a3+3l8K/Anwq/bN/aG8MaBLpum/H/wCNPwStvBn7Huq/A3wn8EvBd7ofgrT/AADbaj4h/ZT1r9ol9e/aU8e2muLb35+PkV5oGheHPjTrPhvXvC82h/D7wxJ+Vv7Qn/BT39sT9gn9p74heF/25tettD/Z38W/tOWfjf4UeIfgv4L+HPjzxf4R/ZC8FWnx+8bX2mXunIfN0jQ/iR8M/hv4Dv8AWbr4nqfjbqmr/CD/AIKEp8CYNUn0j9l7R9Q/pkt/Cnhaz8U6x45tPDWgWvjXxDoHhvwpr/jC30bToPFOueFvB2o+KtY8IeGtY8QRWy6tqegeFdW8deN9U8N6Ne3c+naHqPjHxVe6ZbWtz4h1eW84/wAWfBL4MePrrUr7x18Ivhh40vdYvvAOqaveeLPAPhTxHdarqfwp1u98S/C7UdSuNY0m8lvr74beI9S1HxB4Bu7p5bjwdrd/e6r4dk06/up55AD0+iiigDyDWv8Akvnw0/7JB8cP/U0/Z7r1+vINa/5L58NP+yQfHD/1NP2e69foAKKKKACiiigDyD9nv/kgfwP/AOyQfDT/ANQvRa9fryD9nv8A5IH8D/8AskHw0/8AUL0WvX6ACiiigAooooAKKKKACiiigAooooAwPFnh6x8XeFvEvhTVIYLnTPE+gaz4e1G3uYzNbT2Otadc6bdw3EQZDLBLb3MiSxh0LxsyhlJyP8bv4lfsrePfC3xZ+I3gqy0ibStI8LfETxh4Y0+XxKZdL1BNI0bXr2y0q+vdPuYU1ELe6bHa3SGO1d3WQkorfLX+zHX+f5/wXS/Z3uvgd+3b418TWunSWnhP43Wdt8RtAutiQ2lzqU0VvaeKLSwtldzBbaZqPk2/B8mSV5HgWBSbS2/WOBPp1fSA+hFwhx5m3gRDg76xx/X4Zy/iTGcW5Di+IJZPRyX+3VlWa5LhaebZfl9LGwxWd18LVlmuEzXC1IYmlH6opR5n/Zn0EvoyeB/0rvHej4ZeNmZ8X5fhIcKZ3n3CeF4TzjLcmnn+d5TicsxOOyLMa+NyfNsTPC1cghmuZpZZPL8XCGVV2sZBNW/ms0T9lxjtfxH4oVdsy77bRbQuJLcbSwW9vvLMMr/MozYTImFc+Zkxj1zRfgP8NdG2s2iSaxMsqyrPrd3Lefd2lY2tYvs2nyRZXLJLZv5gZlkLodo9ior+NPF79pX9OvxweKpcefSZ8TFluL5418h4Nzen4ccP1aM+ZfVsRk3h/h+GsDjsPGMnFQzCji5SSTqTqT94/wClLws/ZyfQo8IPq1XhT6PfAmYZlhuScM545weI8Rc1WJpuEo4yjiOOMTn1PL8Sp041ITyuhgIUZ80qFOlzSvR0/S9M0mE2+l6dY6bAzb2g0+0t7OEvgDcYreONC2ABuK5wAM4FXqKK/iHE4rE43EVsXjMRXxeKxNSVbEYnE1alfEV6s25Tq1q1WU6lWpOTblOcpSk2222f2hgsDgstwmHwGXYPC4DA4SlGhhcFgsPSwuEw1GCtCjh8NQhTo0aUFpGnThGEVokgooorA6gooooAKKKKACiiigAooooAKKK0dH0241rV9L0e1Aa61XUbLTbZSCQ099cx20IO3BAMkqgnKgDJZlUFh0YTC18bisNgsLTdXE4vEUcLh6UfiqV8RUjSpU4+c6k4xXmzyc/z3K+F8izviXPMXTy/JOHcozLPc4x9Z2o4LK8pwdbMMwxdV9KeGwmHrVpvpGDZ+/H/AARo+H1xrfx9/Zp0+WOUY8X654+njkiEZtIvCmla34it2kZQGZLibQbWSJ5QGzew2/Kqmf7j6/md/wCCHnwej/4WX468fC2X+x/hd8OtJ8D6Q4jWCMaz4suYljmt41yC9tofhbU4J40YrCurQl8mWJq/pir/AE+ybLqeT5RleU0mnSyzLsFl9OSTXNDB4alh4y1u/eVNPVt3erbP+FHxI4zxniN4iceeIOYRlTx3HPGXE/F+LpykpSpYjiTOsbnFalzRSi1SnjJU1yKMEopQiopJFFFFekfFhRRRQAUUUUAFFFFABRRRQAV5B8NP+R0/aE/7K/ov/qg/gfXr9eQfDT/kdP2hP+yv6L/6oP4H0Aev15B8NP8AkdP2hP8Asr+i/wDqg/gfXr9eQfDT/kdP2hP+yv6L/wCqD+B9AHr9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAf5fv/AAc9fBy++Fv/AAVw+Lfima1jttK+Pfw1+Dfxi0HyRiKS2t/BVr8H9XkYBVVbqfxT8JdevblcuzNeLcMwNwFH8+Nf33f8He/7Jl14v+B/7On7ZnhrR1nvPgz4q1j4O/FC/s7Rnux4F+J7WWp+BNW1i8GVh0Xwt480K/8AD9ikmAdZ+K0caEvcbT/AjX/Yf+zd8TML4m/Q98Ja8MRCrmXBWV1vDjOqSkpVMLi+Dqv9n5dCsk5NTxHDzyXHJybc4YuM3yylKEf594wwcsFxBj1ZqGImsXTfSUcQuedtFpGt7SHly2Ciiiv7pPmQooooAKKKKACiiigAooooAKKKKACiiigAr9ov+CUPga6ksfiZ42S3leTVdR0TwbpsYjkZ7uS2U6jOtqMBXPn31rC23zDJKUQeUYnEv4u1/Y//AMEWv2ZLmfxN+yv8MrzTibnVvFNh8VPHVu6gqllp/wDxXOr2l8582ID+xNHtdByAqSTNBbxlppFkk/yi/bC+J2G4P+izR4Cp4iMc18WeNciyeOEU4xrVMh4UxNLi/N8bFP3pUcLmmWcN4KvyWfNmtFSfJKUZfdeH+CliM7eKcf3eAw1WpzW0VWunh6cfWUJ1pK//AD7fWx/eN4D8Ojwh4H8GeE1CBfC/hTw74dAjIZANE0iz00BGAUFALbCkAAjBwOldXRRX/LIftwUUUUAFFFFABRRRQAUUUUAFFFFAHkGtf8l8+Gn/AGSD44f+pp+z3Xr9eQa1/wAl8+Gn/ZIPjh/6mn7Pdev0AFFFFABRRRQB5B+z3/yQP4H/APZIPhp/6hei16/XkH7Pf/JA/gf/ANkg+Gn/AKhei16/QAUUUUAFFFFABRRRQAUUUUAFFFFABX4l/wDBdD9jO4/ab/ZPvviF4O0w33xO+AAvvG+k21pb+Zf694TSJT4s0RDBDLeXk1vpsdxquk6fGCsuoROi7GnZj+2lQXVrbXttcWV5BFdWl3BNa3VtOiywXFtcRtFPBNE4KSRTRO0ciMCroxVgQSK8jP8AJcJxFkuZ5Hjk3hczwlXC1JJJypOcb0q9NPT2uHrKnXpN6KrTg3sfovhJ4mcQ+DfiZwR4pcK1FDPeB+Isvz7B0pznToY6nhavLjsqxcqf7z6hnGX1MXlWYRhaU8FjMRCLTkmf5N1Ffrp/wWC/4J/6j+xR+0Rfax4S0i8/4UP8Wru98Q/D3VFgLWOianK7XOueCLm4jeSKG60uaRrnTopRZm60yXdZ2UdtZtt/Iuv81+IcizDhnOcwyPM6fs8Zl9eVGbSahWhpKjiaLkk5UMTRlCvRk0m6c43SldL/ALaPB7xX4R8b/DXhHxS4Hxscbw7xflNDMcNFzpyxWXYvWjmeS5lCnKcKOa5LmNLE5XmVFSlGnjMLVVOdSk6dSZRRRXjH6WFFFFABRRRQAUUUUAFFFFABRRRQAV9RfsweBm1nxPdeMb2Bm03wwjQ2DOn7q4168iKqFLRvHL/ZtjJJczIGjmt7q60m4QkEivnfw74f1PxRrWnaDo9rJd3+o3MVvFGiuVjV3AluJ2RJPJtbaMtPdXDKUt4Eklk+RDX9Jv8AwTC/YvtfjH8WPCvhVtJ8/wCFPwwaw8W/E3UJoCLbWjFP5th4fumIZZrzxnqlqbWe2aYSxeHLXWJLaUf2dBG39CeAXBFTOM9fFeNotZXkM2sE5x93F5xKH7vkurShl9Kf1mck044ieE5eZe0Uf8ev2uX0o8F4c+FEfADhjMYvjvxZwsJ8TQw1Ve3yDw4o4l/XPrLjLmpV+L8bhnkuGoyjONfJsPxE6vsm8HKt/Rt/wTV+Bc/wN/ZX8GwavZCz8WfEeST4meJo5IjHdWzeJLWzHh/TbnzAJ45dP8L2mjrdWcoT7Hqk+pR+WsjSs/33TVVUVURVREUKiKAqqqgBVVQAFVQAAAAAAABinV/ah/zGBRRRQAUUUUAFFFFABRRRQAUUUUAFeQfDT/kdP2hP+yv6L/6oP4H16/XkHw0/5HT9oT/sr+i/+qD+B9AHr9eQfDT/AJHT9oT/ALK/ov8A6oP4H16/XkHw0/5HT9oT/sr+i/8Aqg/gfQB6/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHzj+17+zV4M/bE/Zj+N/7Mfj8pD4a+M3w+1zwdJqhtTfS+G9buIVvPCfjKys/tFqt1qfgnxZZ6J4u0q3kuIoZtT0W0jnYwtID/jmfGv4P+PP2ffi98S/gd8UNIbQviH8JvG3iPwB4w0vd5sNvrvhjVLnSr2SyuQBHfaXePb/AG3SdSg3Wup6ZcWmoWkklrcwyN/tg1/Fb/wdS/8ABLS78XaJaf8ABSz4KeH3utb8H6To/g/9qfQ9LhElzqHg+xMWleCPjGlrFGJrmbwkklr4L8czo9zLF4UPhDWDbWOjeEPEmpV/rf8Asl/pR4Lwg8Wcx8HeMcxjguCPGLEYCjlGMxVZU8HkviJhU8Lk86kptU6FDijC1P7CxNZ6yzGhw+puGHp1qkfguPMklmGAhmGHg5YnL1J1IxV5VMJLWoklu6MkqqX8jq2u2kfwg0UUV/1En4oFFFFABRRRQAUUUUAFFFFABRRRQAUUVNbW9xeXEFpaQS3N1dTRW9tbQRtLPcXE7rFDBDEgZ5JZZGWOONFLO7BVBJAqKtWnRp1K1apClRpQnVq1as406dKnTi5TqVJyajCEIpynOTUYxTbaSbBJtpJNtuyS1bb2SXVs+lv2Rfg1N8a/jd4U8P3FrJP4a0a6i8S+LZAkhhTRdJmjna0mlSORIjqtysGnR+ZsD/aHVXV8Gv8AR2/4Iq/AZ4R8RP2h9WsFitzCPhj4EaSJkDIr2Or+MNQtUbbH5KGLQNItbqFG+ddcslkj8u4if+X7/gmz+xR4m0Sz8FfDTRdIhvfjT8ZNX04a2WQ40ZJUe4h0y5uAryQaX4V0lbrVPEE0YMaSQalcBJkt4GP+hf8ABX4UeHfgd8KvA3wo8KoBo3gnQLTSUuTEsMuqX/zXOsa3dRoWRb3XNXuL7V70IxRbq9lWPEYUD/kF/aM/Sfw/0l/H/MMTw1jXi/DXw5oYjg3gSrTk3hs2hRxTqcQcWUY7cnEeZ04/UqvuyrZDluRyrUqWIVaC/f8AhHJXk2VQjWjy4zGNYnFJ/FTbjalQfnRg/eWyqzq2bVmeoUUUV/Ah9SFFFFABRRRQAUUUUAFFFFABRRRQB5BrX/JfPhp/2SD44f8Aqafs916/XkGtf8l8+Gn/AGSD44f+pp+z3Xr9ABRRRQAUUUUAeQfs9/8AJA/gf/2SD4af+oXotev15B+z3/yQP4H/APZIPhp/6hei16/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB80/tb/ssfDX9sf4G+MPgd8TrV10vxHZ+Zo3iCzhhk1jwj4ktCJ9G8SaO0w2m40+8SJ57VmSLULPz7GZ41mEsf8AnQ/tgfsi/Fr9iz40+IPg18WdKaK7sXe+8LeJ7WGYeH/HPhWaeSPTfE2gXMqgS29ysZivbQsbnStRiudPuwJYN7/6elfF/wC3H+wz8Gv28Pg9qHwx+KFium69YxXd58OPiZptlBc+Kfhv4lmSPZqml+bJbjUtIvWggtvEvhi6uYLHX9NUxLcabq1tpOt6V+SeKfhhhOPcBHFYN0sJxJgKUo4HFzvGli6Kcp/2fjXFN+ylNylh66jKeFqzlJRlTqVYS/0M+gV9OrP/AKJfFdfIeIqeO4i8FeLcwpV+KeHsM41cw4fzOUKOF/1w4YpValOk8wp4ajRoZtlkqlGhnmBw9CnOrRxmCwGIo/5m9FfYf7aH7Dfx5/YV+Jz/AA5+M+gKbHUUnvfBHxD0GO8u/Anj/R4ZfKa90DVp7aDytRtC0S614b1FLbXdEkntnu7Q6ff6XqGofHlfwpm+T5nkOPr5XnGCr4DH4aXLVw+IhyySd+WpCSvCrRqJc1KtSlOlVjadOcotM/6t/DzxH4G8WOEsq468OuJ8q4u4UzqiquAzjKMQq9FyUYurhMVSkoYnL8xwkpKljssx9HDZhgK6lh8ZhqFaMoIooorzT7UKKKKACiiigAooooAKlt7ee7ngtbWCa5urmaK3tra3iea4uLiZ1ihgghiVpJpppGWOKKNWeR2VEUsQDpaHoOs+JdSt9H0HTbrVNSumxDa2se9toIDSyuxWK3t49wM1zcSRW8CnfNKiAtX6Wfszfssa9J4k0LSdG0C78d/FrxPcR2GiaPotm16dKkuoys9rpg5UzLA0zav4guDbW1pp6XGHsdOXULm8/TPDvwyznjzHQnGFXA5BQqpY/N5wtC0XeeGwCmuXE4yS920ealhuZVMQ1+7pVf4f+mT9OTw1+ibwvisPXxOB4q8W8zwM58JeHWGxSliPaVouOGzviueHk6uScN0Z/veaq6WPzp054PJ4SccXjcv1P2UP2YPE974i8PeFvDmiTeJfi38Qbm10Wz02z2SppsdzILh9PjuVzDBaWscI1DxHq8sq2FtBYPcyTJp+nm6k/uf/AGQ/2Y/DP7Knwd0b4eaQ0Go+Irsprfj7xPHHtk8R+LLm3iS9mhZ0SZNH05EXTdCtJFVoNOt0mnVtQu76efw39gr9g7w7+yh4YPibxQNP8RfG/wAT2Cw+IvEEAM9h4X02YxTN4S8LSyoj/ZVljjfWdXEcM+tXcUYCxafa2kA/RSv74yXJsu4fyvB5PlWHjhcBgKMaNClHV2Tcp1Kk96latUcqtarK8qtWc5ybcmf8kPiX4kcY+L3HXEviPx9nFbPOLOK8xqZlmuPqpQhzyjGlh8Hg6EX7PB5bl2Ep0MBluBoqNDBYHD4fDUYqnSigooor1D4UKKKKACiiigAooooAKKKKACiiigAryD4af8jp+0J/2V/Rf/VB/A+vX68g+Gn/ACOn7Qn/AGV/Rf8A1QfwPoA9fryD4af8jp+0J/2V/Rf/AFQfwPr1+vIPhp/yOn7Qn/ZX9F/9UH8D6APX6KKKACiiigAooooAKKKKACiiigAooooAKyPEGgaF4r0HW/C3ijRtL8ReGfEukaloHiLw/rlha6rouu6FrNnNp2r6NrGl30U9lqWl6np9zcWWoWF5DNa3lpPNb3EUkUjodeiqhOdOcKlOcqdSnKM6dSEnCcJwalGcJRalGUZJOMk000mmmgaTTTV09Gns12Z/l+f8F2v+CL3in/gm/wDFm8+L/wAHdF1XXP2K/in4ik/4QrV1a71W5+C3ijVGluz8JPGd/MZrr+zlZbg/DfxNqc0s2vaJCuiatf33inR72/1n+fKv9tD4rfCn4cfHL4ceMvhF8XfBuhfEH4afEHQrzw34x8G+JbNb7Rtd0e+UCW3uYiVkhmhlSK80/ULSW31HStRt7TU9Mu7TUbS1uof82z/gs3/wQC+Lf7AGv+Ifjh+ztp3iT4u/sa3082pPqQB1fx58CRNKCdA+IsVvElxrPhOF5BHoPxEtLdk+zAWHjGDTtSt4NY8Rf9I37Pf9pdknHOWZD4J/SDz2hk3H2BpYbKOEfELN8RChlXG9ClGFDA5ZxDj681Ty/i1RUKFLHYqcMHxDKMVOtSzmrGjmP49xZwbVw06uZZTSdTCybqYjCU03UwzbvKdGCV50Oriryoq+jpq8P5wqKAQRkHIPII6EetFf7YJppNNNNXTWqaezT6pn5wFFFFABRRRQAUUUUAFFFW7CwvtVvrPTNLsrvUtS1C5hs7DT7C3mvL69u7hxFb2tpaW6ST3NzPIyxwwQxvLI7BUVmIFY4jEYfCYevisXXo4XC4alUxGJxOIqwo4fD0KMHUq1q9apKNOlSpU4ynUqVJRhCEXKUlFNjScmoxTlKTSjFJttt2SSWrbeiS1bKnTrX7K/8E/v2Pbqyk0748fFLRmt52SG8+GXhrUYitxEsil08Z6pZyKGheRGQ+GbacCXy2fWXhQPpMx2/wBkL/gnyvh+40r4k/HjTbTUNcUwXvhz4bTKl7aaRch0ktdQ8V7GktNR1RCFe20CMXNhZMUk1GS6vc2Wnf24/wDBOb/gmrc6XdaD8f8A9orQlivIRZ618OPhjqkW6WynzHdaf4t8aWb/ACxXkP7u40Xwzcq0lpMUvtbihvIYdPh/55v2jX7SbLuL8tzzwA+jznX1vh3HRr5V4jeJWXVJRoZ5hW3SxnCnCGJi4yrZNibToZ5n9J+xzjDOeXZXOtlNfEYzH/rPCHB08POlmubU+WtG08Jg5pN0paONfELW1Rb06T1pu05pTSjH3z/gl1+xLN8DvCJ+NvxM0k2/xX8faUkehaPfwBbvwF4LvBFcJbzwyIJLPxL4kCw3Wro2LnTNNSy0dxa3cmt20n650UV/hMfpwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5BrX/JfPhp/2SD44f8Aqafs916/XkGtf8l8+Gn/AGSD44f+pp+z3Xr9ABRRRQAUUUUAeQfs9/8AJA/gf/2SD4af+oXotev15B+z3/yQP4H/APZIPhp/6hei16/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeS/G34F/Cf9ov4e618LfjN4J0Xx34K12JluNL1i1SWSyuvLkig1bRr5Qt7outWQlkNlq2mT219bb5ESbypZY5P47/2+P8AggV8V/grc638RP2XrvUviz8LQ9xfSeE57fz/AB/4RttzObeaCyj/AOKg062jKAarYWu+ONLm71W20q1hWWT+2qivmOJ+DeHOMMIsJn+W0cYqal9XxKvRxuEct3hsXSca1NN2lKlzSoVXGPtaVRJI/dPAz6SfjP8ARxz+ef8AhJxtmPDksXOlLN8kqKnmPDGf06LtGlnfD+OjWy3GTjTc6NHHKjSzTBU6tX+z8dhKk3M/yhfEXhfxH4RvjpvifRNS0K98yWJINStZbbzngJEptZHURXaRkMGltZJosqwDkq2MGv8ATH/aR/4J/fss/tTWt+3xM+G2lw+IdR+a58Y+Gbew0fxFdTcFZ9X32N5oviWVCqeW/ifR9ZeERotu0IUV+C3x7/4N1LgS3GpfBfxT4a8SWm+SWPSriS5+HXiFI3JKWdrD/wAVB4KvfLwB9ok/4RtQDiK3jQGOv5x4g+jZi4znV4Xz+hWpNtwwed050asF0j9ewVKtTrSey5sFhkrayd7r/aLwi/bZcP18NhsB46+Ema5djoRpwxHEnhhjMNmeAxNRpRlWlwrxLjsuxeW0oO85qlxPnNSUW1TopxUZ/wAkNFfsT8Q/+CMX7U3gG6u4r/4cfFdbW2Zj9q0jwPD8SLSOFW5ln1nwDqdxpjpsB/fBLZASrMi4KH5b1f8AYO+JWhTyQatfarpjxkArq/w91/SZ8MSF8y3udQYxEsrKB5r5KnBzlR+fV/AjxJpTcaeUYPFJOyqUM3y2MGu6WJxGHnZ+cE9dVvb+wsr/AGsP0J8ww8K2L8Q+I8jqTgpSwuaeHnGlbEU5O16c5ZLk+b4VzjdpunialP3Xao1yuXwRNqKw6tYaWYiTf2GqXqXG8BEbTZ9Li+z7NuXknTUnmQhhtS0l+Vt2U0q+tNW/Yv1+PX/h0jeItX1FtQ8YT6VcDTfAt7FLFHeeDfFs0Eaj+279pRdapaaZaRp5S77iWFxyojP3D8OP+CV3xS8TPbz6P8CPjt4zhkKlbvVPC+t6L4ekk4wE1NNI0GzWMMNxjm1ebCnbO8kbEH08J9H3jvF/V1WhlGVr2f8AtM8XmPtnzuvW1hDAUsYpNUPZWjzQi5aOSfNI+F4h/bAfRQ4fWcVMtxXiHx2/raeTYbh7gz+zYvDLK8vXJiMRxXj+GpUoTzRY9yqulia8KUlKNGpBUqT/ABvt4J7ueG1tYJrq6uZBFb2ttFJcXNxM33YbeCJXlmlfGEiiR3c8KpPFfSfgL9mjxX4h+z6h4rc+FdKfbIbSVBLr1xEeQos8+Xp5cDaTfOt1CWBexYgrX9IfwL/4Im/Hi7ML67pHw6+BOkTRxi8lu7qy8S+LJ4GYug+weFJb63vpE4ZotZ8VafLECkf30aOP9hPgP/wSi/Zm+EM1lrPi+yv/AI1+KrXEn2rx1Dap4ShuBx5ln4GtPM02aIr/AMu/iW88TorkyRtGwj2frvC30eeHMrnSxXEWOr8QYiDjP6pCDwOWKS15alOFSpisUotaOWIo0qiuquHcW4n+dnjx+2N8Z+O8Ljsh8GeF8r8H8nxUamHfEOIxUOK+OalCScPaYPF4jB4PIcinWpuTmqOUZnjsJNxngc5pVaarS/nT/Yw/4Js/E74y/ZYfhd4M/wCET8CSSJFrvxc8YQXFvpdylu22cWl60K33ivUEYSCLStAhbTrS7cJeS6LBM1wv9VX7Kf7Fvwf/AGTdAe38G2L67431O0S38T/EfXYIG8RawpMcsthYrGGh0Dw+LiJJYdF09iH8q3k1S81W9gS8r6ztLO00+1trGwtbeysrOCK2tLO0gitrW1toEWOG3treFUhgghjVY4ookWONFVUUKAKsV+/4bDYbB0KWFwlCjhcNh4RpUMPh6UKNCjTirRp0qVOMYU4RWijGKS6I/wAiM7zvOeJc2zDP+Is2zLPs8zbFVcdmmc5zjsTmeaZljK8uati8dj8ZVrYrF4irLWpWr1alSb+KTCiiitzywoor4g/4KbeE/FXj3/gm3/wUG8C+BfDPiDxp428afsQftX+E/B3g7wno2o+I/FXizxV4j+A3j7R/D3hnwz4e0e2vNX17xBrur3lnpejaNpdndajqmo3VtY2NtPczxRMAfb9FfjH8S/2OvDnwC/Zl+AHw3uP2f/gF4i+BOkftQ33xO/b1+Dv7DX7F178JPhd8cvhlqfwj+MXhDw5exfsb+B/Fvxv8YfEoeG/iZJ+yxrXxM8IQ+JPit4h+IPhr4TateQ+GtT0GKy+HFp8o+O/2XvjH8VfDf7N2j/s6+DfiR+z38KNG/wCCr/iz47/sYaRf/Crxv8NNP/Zl+FPgT/glH+0HpngLVfiZ8GptF0LxJ8GvgF4w/bs0zxMbz4U+NNC8DDV/Anxm0H4b3vh7w3e+PtN8LxgH9JVFfyLH4UN428L/ALJ3jj9sn/gnh+1B42v9ftf+C/viPw58HPBHwG+I/jj4sfBD9pj9pH/gq/8ABD4wfs43Hh/4weD/AA22hfsx+PNX8CWnjvX/AIR/tXeI/HPwq8B2fhew1XxronxQtvDWopcah98+L/hNq+lXfwNm/wCCoHwH8b/tq3mmfsC/sv8Aw/8AC1/8M/2e/Gn7UOm+Gf29vCUnxSP7W/jvQ9N+HngfVLT4K+NPi3JrXwNm+Gf7QfiPQfhp4X0G38D+IoU+I3w3jiubPVQD98KK/mc/aj+AnxBg8Lfsx69+0B8DPiV+1X+2L4Z/YH+Avw/1Cx1r9mz4pftBfCrxZ+0j4Jg8Rah48tPgX+1P+z/4u0Lxt/wTx/aW8afEDU508Z/tfeNbrw58OG8H3fwp13TNY8Qaj8NNcsND/YT9q/wn4q8R/Hn/AIJk6x4e8M+INd0jwF+2/wCPvFnjrVNG0bUdU07wX4VvP+Cbf/BQbwLZ+JvFl9Y209t4c8P3Xjbxp4O8HW2s6xLZ6dP4q8WeGfD0Vy2r69pdndAH2/RX8lH7Dn7D37UNz4T/AGJP2V/iv4L+LXhL4d6J/wAETvi9ffDT44+MfDHiK31n9nH9or47eIv+CX3xEtfgl45k8QWSX/hr4zfs6/tI/Ar4ifF/4a+F/E9vps2n/D9PC3gXRNHu0+DXi2Kx/av9iHVvi5+0J8QvHv7Wvx6+EHjT4IeKbT4bfC79nXwF8MPH3hrXvDGp+GJdH8OaR8TP2lPFfh+y8R21pqNz4f8AHPxz8VRfDGy8QRrcaJ428LfszeBPGvhq6u9F1221TVQD9LKKKKACvIPhp/yOn7Qn/ZX9F/8AVB/A+vX68g+Gn/I6ftCf9lf0X/1QfwPoA9fryD4af8jp+0J/2V/Rf/VB/A+vX68g+Gn/ACOn7Qn/AGV/Rf8A1QfwPoA9fooooAKKKKACiiigAooooAKKKKACiiigAooooAKo6npmm61p19o+s6fZatpOqWlxYalpepWsF9p+oWN3E0F1Z31ldRy213a3MLvFPbzxyRTROySIysQb1FAH8hX/AAVD/wCDYL4W/GW91/4x/sPmy+FPji9a51PWvhMpRfCWuX8gLzz+HUv7y3s9OmuZQsslg17pISWbUb9r/WJ5LDRY/wCJj9oT9h39p79mLXtZ0L4s/CrxLpJ0G4lt9T1Oy03ULywsRG+wTapC9nb6v4fhmLIbdvEml6ObgSx+Qsm9c/7LleJ/Gf8AZz+Cn7Qekx6R8XPh9oXi5baKWLTdUuIpbHxHo6y5LjR/EmmS2euabG0m2WW2tr5LS5kSM3VvOqBa/wBEvo4ftNPpGfR9weA4axeY4TxU4BwEaVDDcL8dVsXXzDKsFStFYXh7iuhN5vl1KFOMaOFwmYLO8pwNKKhhMqoq9/ks44MyjNpTrRhLA4qV26+FUVCcn9qtQa9nN31lKHsqkn8U2f4rQIIBBBBGQRyCD0IPcGlr/SR/ap/4NoP2cvijd6jr/wAKY/CsN/eTXV4+keMrO+8KarLc3B815JfiJ8M4dL1HVHEhcW0fiDw5qDj939r1KYtNM/4XfF7/AINnvi74Pe5fSvAfxqChpTbXfgzU/BvxW0iWJXOGi0jQLA+KlGMrFHfy2tyyhWaJ2yX/ANafD/8AbNfRw4hw2Hhx7wp4ieHmaSjH617LL8BxdkVKbcub2GZZVjMLm9eCSi71OG8PK8nFQko80vg8X4d5xSk3ha+ExcNeW854eq1pa8JxlTTeu1ZrTfWx/J/UFvMJ42cLt2z3MOCc5Ntcy25bOB98xbwP4Q2MnGT+73iT/giL8QvDNxKmueK/iX4XSIuHt/EnwI1uxuISGPEsl54l00Aqo2uDboSwLfKPlHl3gD/gk5/blhcXd98VvEU0Ufivxvov2XTPhsLe4lPh/wAa6/4f82O4n8T6giyXTaYbgxG0l+ztN9nJmMRlk/WK/wC1Z+hhHG4OrS8Uc3ngP7OzN4vDR8OePViPr6r5U8tipVeG4RvKh/akb06/sObl9vJP2MjhXA3EXLJPBU1Pnhyt4zC25LT53pWfXk3XN2W5+PNSRRSzzRW8EUk888iQwQQo0s000h2pFDEgZ5JHbhI0VnY8KCa/pU+Fn/BFjQNWubH7D8L/ANoj4vXEjEG1i0XXl0m6ePJfC+C/DWl30EEYG6XfrbKgDNLKI8qP2I/Z0/4IjfGuw+yN4O+AngH4G6fOPJk8TeM7nSdM157d8NKL77AviP4g3RChVSLVLRVZgkQkjjVmj/DPEv8AbSeBmQ4avQ8L/D/jvxAzVKUaGIztZfwVw837yjUeKnWzvPKiUlGToyyHDOcG17enNWPTwfhzmdWSeNxeFwlPqqXPia3TTltSpLrr7WVmtmj+P74L/sB/Hn4rXMF3r+iTfCrwoXUz6343sbi01maMOqyrpXg13ttcuJ1VvMibWF0DTbiMFoNTkOEb9+/2If8AgmulvrsPh39n74Z678SPiFNHbwa98QdVtobibSbe6BillvdcmjtvD/gbQpmE2YklsZL5Fjtrq61i6hgJ/qT+Cn/BGL4R+FpLXVvjZ44134oahE6TN4b8PxP4L8IHA+e1vriG5vfFGqoGAaO5stV8NbhlZbR1OK/XXwP4A8E/DTw7Z+E/h94U0Hwb4bsFxa6N4d0y10uxRyqrJcSRWscf2i8n2q1ze3Jlu7qTMtzPLKzOf8ePpI/T9+kR9Jili8k4n4kpcK8BYibb8P8AguNfKcixNNT56cM8xMq9bNuIuVqEnRzXHVsvjWpxr4fL8PUVz9AyfhXKMmcatGi6+Kj/AMxeJaqVYu2vsopKnS66wip2dnNo/N39i/8A4Ji+AP2eJ9N+IXxQuNM+Jnxet/KudPcWrv4M8DXShWD+HbK+jSbV9ZglBaPxNqltbS25ETaTpWl3Ecl3dfqhRRX8TH0gUUUUAFfhR8Cv2jP2uLP4Nf8ABTT9rrxfr/7T/wAUE/Zz8T/8FMdH+Afwe8d+H/2IrH9mD4mL+zV+0z+0z4P+FmifA6L4C+CrT9tOTxB4E8MfAXwt8K/G837RvirRIvFHiDxlr+t+ENL+ISSaP4q8L/uvXP8Ahnwn4V8F6dc6P4O8M+H/AAnpF54g8WeLLzS/DOjadoOnXXirx74q1nx1468TXNjpdta20/iDxp428R+IfGPizWZYm1HxH4q13WfEOsXN5q+qX15OAfiB+0r+0P8AtJfsq/CD9qGLwj+1vrX7S2u3X/BJ39t/9uTwF8Ydf8Dfs7xD4HfFH4DeGfh4vwhvPA+i/Cv4YeGPCGs/CP4r3fxL8ReJ/h9pHxg0/wCK2r33/CkdetZvH3jfTG8QQQeQeI/26f2tfF+t/tLfAu4+LWqfBX4x/AnUP+CIn7O/xO1LwB4E+FN9qXw/+Mf7Wn/BT74xfs2/tGfFz4a2nxV+HnxJ8PT6V+0L+zHB8Ifij8JdH+IeieP9C8B+EvFvhC+t9As/F8niuXUP2/8ACf7J37LPgLwt8UfA3gb9mn4AeC/BPxxh1m3+NXg/wn8G/h14c8LfGC38R6dqGj+IYPij4f0fw5Z6T8QIdd0jVtU0rWYvFlpqyapp2pahY3yz215cRSa3xB/Zt/Z1+Ldn8Q9O+KvwD+C3xN0/4u6T4E0D4sWPxB+FngbxnZ/E/Qvhbruo+KPhjovxDtvEehalB410n4c+JtX1bxF4E07xImp2fhDXdT1HV/D8On6he3NxKAflD4C/at/aG8ZeB9J+B8vx7stTu5f+Ck3iX9gZP+CgPgnwV8Oba78V/Dvwx+y54g/aEj+K2h+GPEPhPV/2fYPjEfjBov8Awwt4pvLHwX4j+Ec37Qel+KNR8NfDqwv59O+Feh7vif4zftVan8PvHfwj8C/tB3moeKfhF+35ZfswRfGvT7j9lHwl+0r+0x8Mo/2WfDXx21rQ/gNp/wAWfA+nfsfaz+094V+JPjW++HnizRb34ceH/Bt54Q+BHxnls/D3hDxnZefo36pXHwF+Bl58IE/Z8u/gx8J7r4BxeHLPwdF8ELj4deD5/hBH4R04wHT/AAqnw1l0dvBieHLE21sbPQ10UaZam3gMFqhij242pfsxfs16z8G7P9nTV/2evgdqv7Pmn2ltYWHwJ1L4TeAr74N2NjZXjajZ2Vn8MLrQJfBNtaWmoO9/bW8OhpDBeO11EiTsXIB8E+Nv2mvijon/AAR3/au/aX8G/FvXfEnxv+Cv7MP7duseHvij4r+F3w88H+MNA+MH7NVv8cfDVlD41+HmhX3jz4Nax43+GHjn4br4W8Z6r4Q/tT4M/E3xR4V1bxl4L8O6f8OvFWj+GrL4S8RftO/t5+Dvgb+2FZHx3+2dpHi7wH+0L/wS8+DXw60v45eGf+CXR/bu0rV/2mP2vPhl8N/jrafD6w+DHh+T9hHVfBHxI+EfxI8I+F/2dfHfxYh1DSbL4tr8XYvG3ifTNP8ABMLeHP6EI/hD8J4vhbcfA2L4X/DuP4KXfgzUPhzdfB+PwV4aT4W3Pw91XSrjQtU8B3Hw/XTB4Tm8Galol3daNqHheTSG0S80q5uNPuLGS0mkhbF+Jv7PnwE+NWmeK9F+MnwQ+EPxa0bx5oHhbwp450n4m/DXwZ480zxn4X8DeKbrxz4J8N+K7DxTouq2viLQPB/ja9vfGHhbR9YivNO8P+Kbu68QaTbWmrXEt24B+N3xR+On7fnwO+Ff7JE/hWH9rrXvil49/b+8U6B40+Gn7a2h/wDBOzWfjL8a/wBnv4d/sG/tNftG+Kfg38N7n/gn9ayfBfw3H471r4GJYfCjxLqt9o/xZ074uRXMXja9uvhDd6domrYN7+0r8fv2kf2BPhR+1r8GP21viz8M08Xf8FMPEX7P/h3xN8J/h3+yvqWi/Ej9m/4z/wDBbG0/Yp+G11rGl/G79mr4rvZ6z8L/ANmTUrKL4Za34cXwre6l4mkj8S/GK2+KN55lsf2O+Fv7J37LHwO0fQvDvwU/Zp/Z/wDg/wCH/C/xA1P4seGdC+Fvwb+HXw/0fw78U9b8Cah8LdZ+JehaZ4T8OaRZaR8QNX+GWr6r8OtT8ZafBb+I7/wJqeoeEbrUpfD97c6fL21j8Gfg/pnhCz+Hum/Cn4a6f4B0/wAbW/xLsPA9j4F8L2nhCx+I9p8Tk+Nlr8QLPw1Bpcei23ja2+M0cfxct/FUNkmuw/E5E8ex36+KlXVgAfjt+3V+3V8WP2Ufix8Evhf4D8U/Hz4m6J+zn8M/BXxj/a68U+Hf2SvHXx81L4y+FdV8aeF/AEnhf4neNP2d/wBn3VfhT+z/AOKtQ+EujftDftIanq0dp8BtDPjfwP8ACjStGt9H+EnijxXpFv8AuNp2o6fq+n2OraTfWep6Xqlna6jpupafcw3thqGn3sCXNnfWN5bPJb3dnd20sdxbXMEkkM8MiSxOyOrHHsvBng/Tb7xdqeneFPDdhqXj+9ttS8eahZaFpdrfeNtRsvD+meE7O/8AF13Baxz+JL208K6Jo3hm2utZkvZ4PD+k6Zo0UiadYWttFb8OeHPD3g/w9oXhLwloWjeFvCnhbRtL8OeGfDPhzS7HRPD3h3w9oljBpmi6FoWi6ZBa6bpGjaRptrbafpel6fbW9jYWNvBaWkEUEUcagHnOtf8AJfPhp/2SD44f+pp+z3Xr9eQa1/yXz4af9kg+OH/qafs916/QAUUUUAFFFFAHkH7Pf/JA/gf/ANkg+Gn/AKhei16/XkH7Pf8AyQP4H/8AZIPhp/6hei16/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeWfGP4f6z8SfBkOheGvEmmeEPEul+NPhv430DxHrHhu68XabY6h8PfiD4a8bNaXugWHibwbfX1l4gstBu/DN+LTxNpM8NhrV1Ms0yxtaXHJ/8I5+1N/0WT4Af+I1fEX/AOiwr3+igDwD/hHP2pv+iyfAD/xGr4i//RYUf8I5+1N/0WT4Af8AiNXxF/8AosK9/ooA8A/4Rz9qb/osnwA/8Rq+Iv8A9FhR/wAI5+1N/wBFk+AH/iNXxF/+iwr3+igDwD/hHP2pv+iyfAD/AMRq+Iv/ANFhR/wjn7U3/RZPgB/4jV8Rf/osK9/ooA8A/wCEc/am/wCiyfAD/wARq+Iv/wBFhXovhUeNPD/h/VLv4r+MfAuuXdncXmotr3hXwbq3w28P6X4dtrC2kdNUsPEnxG+I8rXFnPBqd9ea2df0+x+wTW1udKtn0+4v9Q7qvGP2j/gnoX7S37PHx6/Zy8U6vq+geGPj/wDBj4o/BPxHrvh82g17RdC+KvgfXfAur6voh1C3u7Aavpun69cXmmm9tbm0+2Qw/abeaHfGwB4P4L/4KPfsYfEH4W/HH40+FPjKL/4afs6fDvxB8Yfin4ivPh78VdCktfg74c0HxB4mufjF4H0HX/A2l+JPi98ItZ0Xwp4luvBPxR+EGkeOvAfxFk0LVLHwD4g8S6hZzWqfR3xg+M/w5+A/g2Tx38Tdav8AStDOqaZoOm2Wg+FvFvj7xh4o8R61MbfR/Cvgb4d/D7QvFPxA8f8Ai3VZElOm+FPBPhnX/EV9DbXdxa6ZLb2d1LD+NXiL/gnT+298YvAP7d0nxm+M3w60Lx78f/8Agn18af2HPhd8LPhf8bv2o9U/ZM8TeLfHvw0svA+hftNeOPgr8R5NY+Hv7NGuqPDXhvStP+Fn7N/wx1u3+H+i+I/i9q+v/E349eJfH1vP4f8Arzxn4C/bq+M8fwy+IXjn4P8A7J3wv+K/7Lfxt0b44/A7wl4S/az+Mnxd+Hfxhvdb+C3x9/Z/+I/gz4s+MNW/Yp+CviH4P2dr4C+N9/q/gfxT4V8DfG95PGUFhfa34St9N0A2HiUA9d8Uft/fsweEPhv8PvijqfiL4o6jo3xQ+KN98E/B3hHwd+zT+018Qfjbc/FvSfBHjn4la18O9c/Zz8B/CDxJ+0B4N8V6B4A+G3jbxh4i0jxn8M9AufD3h7Q5NT1tbC2vdNe909Y/bw/ZP8PfAnwb+0rr/wAWrfQ/gz488cp8M/D3ijV/CHxA03Ul8fx+Lde8D654S8ReCL3wpD4+8F634G8TeE/GFj8ULPxl4X0B/hPbeC/G2r/Ez/hE9G8HeJtQ0r87fjv/AME+f2nfip4b8JfEVbH4V6j8bNf/AOCh837b3xf+FXg79sn9qX9k/wAF6Fokf/BPnxt+wboXw++Ef7YPwD+D13+0Ja6tpGlR/DDx14o8Q2vwu+Hdj8TLr/hZnh7VNH8N+GPEa6HdQ6Z/wSk+M3xG+FvwO+Cvxr/aU8TfDf4cfCDwd+1FeTW3wQ1jwJ8ZfFvifxv+1x49+LVn4m8E+M/Ff7ZP7OXxhj8f+EPhH+zf8RL74J6D8bNb0LTvjt8Z7zx58TPGXxBn8NalqV2nicA/ZLTfil4E1f4p+Mvgpp+u/aPib8P/AIf/AA0+KXi7wz/ZmsRf2R4E+MHiP4s+E/h1rv8AbM+nxeH7/wD4SLxB8Dvilp/9maZqt7rGkf8ACL/atd0/TLLW/Dtzq/oFfjl8NfgR/wAFI/gB8XLn4l+HPCf7Jn7TWoeI/wBjv9lj9l7xf4p+LH7Vnxk+A/izUtc/ZO+L/wC2frWi/Ey/tfCn7EXx/wBM1/Vvi78PP2ivA/iDxtbR3nhe38J/ErTfG+h6Lb+I/DP9h+Ibv7i+IH7OY+L/AOzp8S/gI+oXv7Kdv8RvGfxG1G+1/wDZU1bwRJr0emeJvjjr3xF1TxZHdfEf4I3fgh/F37QenXd14j/aD0PxD8K/Fto3ib4n/E/w7H4v8f3Rt/irrwBw97/wUg/Y6g0rxpq+k/E7xD45i+H/AMU9c+DfiXTfhR8F/jt8YvEyeNvDHw/8AfFTxLLoXg/4VfDPxj4r8X+BfD3w9+Kfw88U658WPCGi678KtJ07xdo4v/Glvc3DW6et+PP2rfgN8OvhP4A+NmteNbvXPh58WT4WT4S3vwz8F+PvjL4l+LE3jXwze+NfC1r8Lfh78IvC/jj4h/Ea+1nwXpmq+Mbaw8GeFdbvE8KaRrHiS4gh0XSdRvbb8Sbv/gjD8WtB+PHxR+NvirX/AIQf8FCPD2u+PfF1j4E+AP7b83wv+HHwyg+H/jz9mr9gn4X3XxU8QR/s1/sOaf4VsPjX4D8ZfsYaZ4V8J+ArT4WeIPhTL8IdA+GPibw1qXwu+OS+PfGniP8ARTXfCn/BQz4V/s9fDz9nX9nCx+D3xM8f/Cn4Ifst+B7/APal/aQ+MviTwRN8VdY0/R/iD4M/aG1qw8P+GPgr8f8AV/D3xY0Kx8B/C/xp4Q8TePPDXjbwB4j1/wCNuq3OuaFrkXwm1bwv8QQDttX/AOCm/wCxNomheE/E158XtWuPD/irwzqfjW51fRvg98cfEVj8NfBuieMvEfw617xb+0DP4f8Ahrqa/sy+GPDvj/wZ418E+I9e/aI/4VfpXh/xZ4H8b+HtZu7HVfB3iW00vuPFv7en7I3gb4m/Fv4MeJvjVoVn8Vfgb4N8PeO/iX4DtNG8W6z4i0fRPFV94K0zQbLR7HRPD2ot418Y31/8TvhVaH4d+Bm8SfEC0m+LvwfS+8MW3/C2Ph3/AMJL+f8A8d/2HP2sPjh+yX4c/ZPsvAf7Ofwn8GeJtC8T3HjOTwr+2H+1NqniD4VfGfXvG3xR1fWPjXrniew+A/gbQv8Agof4f+JCeOdM+J/xM/Z1/aQ+GfwV+H3ir4ur4vf4h+JPivYa5oWu+Fq3/BR//gk7rf7UfxB1L42fsx6n4E+Avx51bRNC8ReMPi9F4x+JfhHxv8UfHfwz8WfCB/h14C1LWfCOna3F8LPB+ueAPBGp2Xiz43/DrS2+Nvh/4g/Df9k/x1pFr4jl/Zx8CWGlAH7i15B8NP8AkdP2hP8Asr+i/wDqg/gfV74H+FviD4G+Cvwg8E/Frx//AMLY+Kvg74XfD/wt8TPin/ZMGgf8LK+IPh/wnpOk+M/H/wDYVqTbaL/wmXiO01LxF/ZNuTBp39o/Y4SY4VNUfhp/yOn7Qn/ZX9F/9UH8D6APX68g+Gn/ACOn7Qn/AGV/Rf8A1QfwPr1+vIPhp/yOn7Qn/ZX9F/8AVB/A+gD1+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5d8M/Cr9oHwLB4h0fwf8AGL4OReG9U+IfxU8d6XaeJf2ffGut65psXxP+Jfi34kzaRf6zpf7Snhqw1aTR7rxZPpUWpW/h/R1vbeziuX0+2kkeNfqKigDwD/hHP2pv+iyfAD/xGr4i/wD0WFH/AAjn7U3/AEWT4Af+I1fEX/6LCvf6KAPAP+Ec/am/6LJ8AP8AxGr4i/8A0WFH/COftTf9Fk+AH/iNXxF/+iwr3+igDwD/AIRz9qb/AKLJ8AP/ABGr4i//AEWFH/COftTf9Fk+AH/iNXxF/wDosK9/ooA8A/4Rz9qb/osnwA/8Rq+Iv/0WFH/COftTf9Fk+AH/AIjV8Rf/AKLCvf6KAPL/AAVpPxpsNWnm+Ivj/wCF/irQm06aK207wV8IPFngHVodWa5s3t72fWtd+OHxJs7jTorNNQgm0uPQLW5uLm5s7tNXtorGey1H8j/DXhf4oeCvifpv7L/iX4Q/Fu//AGX/ANh34nfGz9rnw74s8PfDjxd4g8P/ABa+GOi+HtJ8f/sj/s7fDYadps1n468UfCb4ifGLxxpHhf4f+FJr7xho97+xd8JZ9VtPL8f6O3iH9wK+T/ir+3H+yx8FPiJqfwl+I/xXtNG+JGkfDm5+Kd74P0zwt458XawfC0Pj/wCE3wttbKyi8G+GPEEeqePtf+IPx2+DnhXwf8J9LlvPin431L4keEx4P8G65BqsExAP5+fFfwE/4KF/D79mj/go/bfFz9m/SNS1f/go1+wH+2vqXiHS/wBnf4nfFv8Aaa8Zz/thXvwr+OHjb4caT4y+H0n7Nvwwtvhdca58IfG9j+y34Xg8N+Lfi5p+s3v7P/wC+GOn65ceItW0W78Wex6T+xF8Tv2fbf4++AbH4PfDDTbzxH+2N/wRI8feFvD37Cn7H3iL9m39k7WPhP8ACP8A4KM/CHxp4++Kun/CzTPiD8arXRPjt4YtIviNdftNanP43uv7M+Bnww+B/jrVvsHhq3uLjTv3x+Cfx6+GP7QnhnVvFXww1TxDc2vh3xHceD/Feg+Nvh78RPhJ8QPBXiy30bRPEjeGvHfwu+LfhTwP8SvAuuzeGfE/hnxRZaV4u8J6Le6h4Y8S+HvElhBc6Jrml3934l4z/wCChH7I/gXxr8RvhrqvxP1TXPiN8LNR+HWieKvh/wDDn4V/GL4ueN7vxB8Vbb4wXvg3wz4F8J/Cv4f+Mte+Kniqaw/Z++NmoeI/C3wu0/xj4g8Cad8MPGOoeO9N8N2ej3E4APzT+B/hf9tvRP247f8Abx8Zfs+6ZpPwe/ac+Inij4OeKo9P+JHxb1v9onw1+zdrsHhDwr+yLcfEn9lLU/2b/Dek/C2x+FvjLwBN8QfHF8/x08U6h8MYP2q/j74i8W+H9PsYNTh8Ifj7+yd+yn8XtD/YG/aC8IeDv2Vrnwz4y1P/AIIAftLfBH4j6B8NP+CZH7T/AOwV8SNY/aj1z4MfCbS/CXwr+LMfxY1fWLb/AIKLftE+KNV0z4iWWm/HT4U+DtFg0DXtD8ZrpWmtH+0PZaXZ/wBXd1+33+yFp6fs9HVPjXomjXH7U/jTX/hz8ENN1zQvGOia34m8d+E/Ftl8O/FfhPXtB1bw5Z618N9c8LfFDVtC+EXiWw+J1h4Nm0D4yeJvCnwg1ZbP4l+K/DnhXVPoX4Y/E7wP8ZPBGjfEj4ba3/wkvgfxHJqw8P8AiJNM1jS7LXbXRtb1HQJtX0dNb0/TbnU/Duo3ul3N34a8TWUE/h7xfoEum+KvCup6z4Y1nSNXvgD8Hv8Agpj8S/AP7aXgf9kiLwZ8DPjB408E/CD9t/SPFnxf0z9qz/gjB/wUL/aF+Gek+FfEf7Ev7dvhHw14m8Qfsj6/8J/gh8RPjt4ftfiJqPhLw8NZ+HmsXWnfCD4heKPhl4x8cXNlbT6FpfiL9H/2G9M8OeFPhF+zv4S8Jwf8K/8AD8fw/wD2hbzT/hT8HP8Agnp8U/8Agn5+zjc+V8bPC8t14j1X9n/41+FfFnxN/Z1+IGhXus3KeB/BXib4y+F/+F/2vjz40/G7RvAHxD8P6ZpWtfCP7/ooAKKKKACiiigDyDWv+S+fDT/skHxw/wDU0/Z7r1+vINa/5L58NP8AskHxw/8AU0/Z7r1+gAooooAKKKKAPIP2e/8AkgfwP/7JB8NP/UL0WvX68g/Z7/5IH8D/APskHw0/9QvRa9foAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryD4af8AI6ftCf8AZX9F/wDVB/A+vX68g+Gn/I6ftCf9lf0X/wBUH8D6APX68g+Gn/I6ftCf9lf0X/1QfwPr1+vIPhp/yOn7Qn/ZX9F/9UH8D6APX6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/nf+Mv/BF347aj42+HOvfDX9uP4yfFHwr4N+Hfxqh8T+Gv2jLj9nTwr4k+IPjr4hftMfsSfHd9Cn+Ln7O/7Ffgf4teEoviJa/s1+JL3Xf2mdG8ZXP7SvwG+LXhH9nf4gfBDU5tM0Dx/wCFPEf9EFFAH5Yfs6/swftBfBX4P/ED4T6nb3vh67/ar+OfxFv/ABv44+GH7UPjT40fFP8AZC+H3iP9k+LwTo3xJ0T9p39qT4YyfF79rf4p6f8AF34TeDrLwnrXxa8FRat4B0f4r+GfDlva658Jv2eNG8Pa38PeMv8AgjX+0L4c+MjfEH4eftR+Nvjn8OfCfw5/Zf8AC3hH4UfFv4meBP2RvGHie9+Dl1+3jFrlhH+0z+wX+xl8NvjJ+zvP4RP7VPh3xR4C+Kfwdm1jx98VI/Fv7THwp/aBs/FHgbxx4J1Lwt/RhRQB+L3iL/glXafEL9j/AOB/wf8AiHpnw61H4+/CL4ofEPxZ4K+LkXi/4jX+q/Azwx8df2irv4p/Ee48FfEKbS9N8XfHP4veA/A9zoV54P8Air8cdAGo/Fb9p/4XfDP9q74oWGn/ABX0a11fSvoT/glv+yt+0n+xv+zNN8EP2mfjtp3x61/QvH2pN8OdY0h9bm0nwd8J9P8ACXgrwt4f8J6Y3iCx06+0nTtV8QeGvFfxPsvh9YW7+D/gnbfEaL4EfDa/1b4a/DDwhqt7+jtFABRRRQAUUUUAFFFFAHkGtf8AJfPhp/2SD44f+pp+z3Xr9eQa1/yXz4af9kg+OH/qafs916/QAUUUUAFFFFAHkH7Pf/JA/gf/ANkg+Gn/AKhei16/Xz54O+Hvxt8EeEPCvgvSfih8LLjS/CHhvQ/C+m3Go/BPxbLqE+n6BplrpNnNfS23x8tLeW8lt7SN7mS3tbaF52doreGMrGvSf2L8fP8Aopfwg/8ADH+M/wD6ISgD1+ivIP7F+Pn/AEUv4Qf+GP8AGf8A9EJR/Yvx8/6KX8IP/DH+M/8A6ISgD1+ivIP7F+Pn/RS/hB/4Y/xn/wDRCUf2L8fP+il/CD/wx/jP/wCiEoA9foryD+xfj5/0Uv4Qf+GP8Z//AEQlH9i/Hz/opfwg/wDDH+M//ohKAPX6K8g/sX4+f9FL+EH/AIY/xn/9EJR/Yvx8/wCil/CD/wAMf4z/APohKAPX6K8g/sX4+f8ARS/hB/4Y/wAZ/wD0QlH9i/Hz/opfwg/8Mf4z/wDohKAPX6K8g/sX4+f9FL+EH/hj/Gf/ANEJR/Yvx8/6KX8IP/DH+M//AKISgD1+ivIP7F+Pn/RS/hB/4Y/xn/8ARCUf2L8fP+il/CD/AMMf4z/+iEoA9foryD+xfj5/0Uv4Qf8Ahj/Gf/0QlH9i/Hz/AKKX8IP/AAx/jP8A+iEoA9foryD+xfj5/wBFL+EH/hj/ABn/APRCUf2L8fP+il/CD/wx/jP/AOiEoA9foryD+xfj5/0Uv4Qf+GP8Z/8A0QlH9i/Hz/opfwg/8Mf4z/8AohKAPX6K8g/sX4+f9FL+EH/hj/Gf/wBEJR/Yvx8/6KX8IP8Awx/jP/6ISgD1+ivIP7F+Pn/RS/hB/wCGP8Z//RCUf2L8fP8Aopfwg/8ADH+M/wD6ISgD1+ivIP7F+Pn/AEUv4Qf+GP8AGf8A9EJR/Yvx8/6KX8IP/DH+M/8A6ISgD1+ivIP7F+Pn/RS/hB/4Y/xn/wDRCUf2L8fP+il/CD/wx/jP/wCiEoA9foryD+xfj5/0Uv4Qf+GP8Z//AEQlH9i/Hz/opfwg/wDDH+M//ohKAPX6K8g/sX4+f9FL+EH/AIY/xn/9EJR/Yvx8/wCil/CD/wAMf4z/APohKAPX6K8g/sX4+f8ARS/hB/4Y/wAZ/wD0QlH9i/Hz/opfwg/8Mf4z/wDohKAPX6K8g/sX4+f9FL+EH/hj/Gf/ANEJR/Yvx8/6KX8IP/DH+M//AKISgD1+ivIP7F+Pn/RS/hB/4Y/xn/8ARCUf2L8fP+il/CD/AMMf4z/+iEoA9foryD+xfj5/0Uv4Qf8Ahj/Gf/0QlH9i/Hz/AKKX8IP/AAx/jP8A+iEoA9fryD4af8jp+0J/2V/Rf/VB/A+j+xfj5/0Uv4Qf+GP8Z/8A0QlbHw78G6/4Vk8b6j4o8RaP4k13xz4wh8V31zoPhm98J6TZfZfBXg3wTbWFppeo+KvGN422z8HW97PdTa0/nXN7MkdtbxRIGAPR68g+Gn/I6ftCf9lf0X/1QfwPr1+vFG8CfE7SPFPjzXPBfj7wJpml+OvEmneKLjS/FHwv8QeJ9Q0/ULLwP4P8ESww6xpPxb8HW89nPb+DrW/jjfRY5oJ7y4ha4uI0jYAHtdFeQf2L8fP+il/CD/wx/jP/AOiEo/sX4+f9FL+EH/hj/Gf/ANEJQB6/RXkH9i/Hz/opfwg/8Mf4z/8AohKP7F+Pn/RS/hB/4Y/xn/8ARCUAev0V5B/Yvx8/6KX8IP8Awx/jP/6ISj+xfj5/0Uv4Qf8Ahj/Gf/0QlAHr9FeQf2L8fP8Aopfwg/8ADH+M/wD6ISj+xfj5/wBFL+EH/hj/ABn/APRCUAev0V5B/Yvx8/6KX8IP/DH+M/8A6ISj+xfj5/0Uv4Qf+GP8Z/8A0QlAHr9FeQf2L8fP+il/CD/wx/jP/wCiEo/sX4+f9FL+EH/hj/Gf/wBEJQB6/RXkH9i/Hz/opfwg/wDDH+M//ohKP7F+Pn/RS/hB/wCGP8Z//RCUAev0V5B/Yvx8/wCil/CD/wAMf4z/APohKP7F+Pn/AEUv4Qf+GP8AGf8A9EJQB6/RXkH9i/Hz/opfwg/8Mf4z/wDohKP7F+Pn/RS/hB/4Y/xn/wDRCUAev0V5B/Yvx8/6KX8IP/DH+M//AKISj+xfj5/0Uv4Qf+GP8Z//AEQlAHr9FeQf2L8fP+il/CD/AMMf4z/+iEo/sX4+f9FL+EH/AIY/xn/9EJQB6/RXkH9i/Hz/AKKX8IP/AAx/jP8A+iEo/sX4+f8ARS/hB/4Y/wAZ/wD0QlAHr9FeQf2L8fP+il/CD/wx/jP/AOiEo/sX4+f9FL+EH/hj/Gf/ANEJQB6/RXkH9i/Hz/opfwg/8Mf4z/8AohKP7F+Pn/RS/hB/4Y/xn/8ARCUAev0V5B/Yvx8/6KX8IP8Awx/jP/6ISj+xfj5/0Uv4Qf8Ahj/Gf/0QlAHr9FeQf2L8fP8Aopfwg/8ADH+M/wD6ISj+xfj5/wBFL+EH/hj/ABn/APRCUAev0V5B/Yvx8/6KX8IP/DH+M/8A6ISj+xfj5/0Uv4Qf+GP8Z/8A0QlAHr9FeQf2L8fP+il/CD/wx/jP/wCiEo/sX4+f9FL+EH/hj/Gf/wBEJQB6/RXkH9i/Hz/opfwg/wDDH+M//ohKP7F+Pn/RS/hB/wCGP8Z//RCUAev0V5B/Yvx8/wCil/CD/wAMf4z/APohKP7F+Pn/AEUv4Qf+GP8AGf8A9EJQB6/RXkH9i/Hz/opfwg/8Mf4z/wDohKP7F+Pn/RS/hB/4Y/xn/wDRCUAGtf8AJfPhp/2SD44f+pp+z3Xr9eQaD4H8ff8ACfaT448ceNPB+vf2D4P8XeFNL0vwp8Pda8H/API4a14G1e9v7+91f4l+OftX2X/hBrS3tbW3tLH/AI/rmaa5k8uKKvX6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12020_V-55330591_ia">Dolar</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12020_V-55330591_ia">V/ Futuro Dolar Euro FX CME Sep20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2150782</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2150782</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2150782</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12020_V-55330591_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a)	Visión de la gestora/sociedad sobre la situación de los mercados&#13;
El primer semestre 2020 será recordado por la pandemia mundial del Covid 19 que paralizó la economía en seco durante el primer trimestre del año para iniciar luego una fuerte recuperación en forma de V acabando el semestre con gran parte de las pérdidas enjuagadas.&#13;
El primer trimestre se puede resumir con una palabra: coronavirus. La pandemia que empezó en Wuhan y se propagó al resto de China para luego expandirse al mundo entero generó incertidumbre sobre las perspectivas del crecimiento económico mundial. La economía mundial quedó prácticamente paralizada afectando principalmente al sector servicios con una drástica caída del consumo en hogares y empresas (representan un 70% del PIB). Al tener los dos motores económicos (industria y servicios) paralizados estuvimos ante una recesión técnica, con una crisis sanitaria y política también.&#13;
En los mercados financieros se tradujo en:&#13;
-	La mayor caída de la historia (un 40%) durante un menor período de tiempo de las bolsas.&#13;
-	Crisis de liquidez provocada por el pánico y la necesidad de los inversores de conseguir cash. &#13;
-	Máxima volatilidad alcanzada (mayor incluso que en 2008).&#13;
-	Incremento de los diferenciales de crédito hasta niveles no vistos descontando una grave recesión y alto incremento de empresas fallidas.&#13;
-	Dólar y oro no actuaron como valores refugio. Sólo lo fueron los gobiernos (algunos).&#13;
-	Materias primas no sirvieron como diversificación.&#13;
La situación durante finales Febrero Y Marzo fue de pánico total con ventas masivas en todo tipo de activo sin atender a fundamentales. Sólo a finales de mes la situación empezó a estabilizarse con una mejora de la situación en China y con la publicación de grandes planes de contingencia por parte de los bancos centrales y los gobiernos para calmar la crisis en los mercados financieros y en la economía real respectivamente.&#13;
La segunda mitad del semestre se caracterizó por una ingente inundación de programas, subvenciones y fondos, tanto por parte de los gobiernos, como de entidades supranacionales y bancos centrales para intentar restablecer la economía real y financiera. Además, poco a poco se fue reanudando la actividad acabando el semestre con la zona asiática a pleno rendimiento mientras que Europa y USA se acercaron al 70%. &#13;
El problema está en Europa con la continua aparición de brotes y su contención lo que mantiene alta la incertidumbre. En USA y Latinoamérica el virus está descontrolado por lo que es posible que se deban adoptar nuevas medidas para frenarlo lo que volverá a afectar a la economía.  Hasta que no se halle una vacuna la incertidumbre persistirá en mayor o menor grado.&#13;
b) Decisiones generales de inversión adoptadas&#13;
En este contexto, Ginvest GPS Balanced Selection se mantuvo casi sin cambios durante todo el período.&#13;
Durante el mes de marzo se incrementó el cash en detrimento de un fondo monetario para como hemos dicho poder hacer frente a posibles reembolsos por lo que pasamos del 3% al 8% aproximadamente en liquidez.&#13;
 En cuanto a Renta Fija, tener el 12% de la cartera en Gobiernos fue acertada ya que fue el único activo que funcionó como refugio y además se vio beneficiada por las bajadas de tipos habidas en marzo. Nos funcionó mejor la parte americana por este último hecho.&#13;
El grueso de nuestros activos en Renta Fija se encuentra en fondos con muy baja volatilidad, principalmente Investment Grade y sobretodo en la parte baja de duración al priorizar fondos con un impacto potencial bajo y que actúen como colchón en momentos donde pese la incertidumbre en los mercados consiguiendo un buen binomio rentabilidad/riesgo. Ello se consiguió sólo en parte: el fondo de bonos cubiertos al actuar como refugio funcionó muy bien pero no así el resto de fondos que componen este vértice, lastrados por su sesgo más europeo y la falta de liquidez. Ello nos perjudicó el primer trimestre y también el segundo trimestre ya que recuperaron más los bonos largos que los cortos por su alta sensibilidad a las bajadas de tipos y a las ayudas dadas tanto por los gobiernos como por organismos internacionales. &#13;
Los fondos High Yield nos funcionaron algo peor que el Benchmark al tener fondos bien diversificados, integrados por muchas emisiones, pero algo más arriesgados o menos líquidos que el Benchmark. Sin embargo, nuestra baja exposición a este tipo de activo nos benefició. A finales de marzo se redujo aún más el porcentaje en Renta Fija High Yield. Creemos se verá aún más penalizado por la próxima publicación de resultados de las empresas y posibles rebajas de rating.&#13;
 Se mantuvo un 3,05% aproximadamente en Inversiones Alternativas para descorrelacionar una parte del fondo de la direccionalidad del mercado sin mermar la rentabilidad y que aporten estabilidad en períodos de volatilidad complementando el vértice de Renta Fija. Tampoco acabó de funcionar cayendo un 1,01% en absoluto en el periodo.&#13;
En Renta Variable nuestra exposición es de neutralidad donde el vértice con mayor peso es el americano. En esta clase de activo tenemos para todos los vértices un sesgo growth excepto en US donde al no tener una visión clara de la política llevada a cabo por Trump estamos diversificados. En el vértice de emergentes estamos posicionados en fondos asiáticos, zona de donde procede el crecimiento mundial y con estabilidad política.&#13;
Durante este semestre la selección de fondos en los cuatro vértices de Renta Variable nos funcionó muy bien destacando los vértices americano y europeo, exceptuando el fondo de emergentes BlackRock Emerging Markets Opportunities que se suponía tenía que funcionar en este tipo de situaciones, como había hecho en el pasado, pero no ha sido así por el tensionamiento de los mercados. &#13;
Añadir que a principios de abril se vendió la posición en inmobiliario para pasar a comprar un fondo basado en Inteligencia Artificial para beneficiarnos del auge que ha provocado el coronavirus en este tipo de empresas. Éste nos ha reportado una revalorización latente de más de un 40%.&#13;
La exposición neta a dólar en el semestre se mantuvo durante el periodo estable en un 20% lo que perjudicó a la cartera ya que la divisa se depreció en absoluto contra el euro en un 0,19% aunque las coberturas ayudaron a mitigar algo las pérdidas.&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC’s fue de un 92,88% y las posiciones más significativas a 30 de junio son: 8,38% en la gestora Evli a través del fondo Evli Short Corporate Bond, un 8,88% en Nordea a través de su fondo Nordea European Covered Bond y un 8,14% en la gestora Banque de Luxembourg vía el fondo BL Equities Dividend y el fondo BL Japan Equities.&#13;
En el análisis de IIC’s, se utilizan criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercados. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
c) Índice de referencia&#13;
La rentabilidad neta durante el período obtenida por el partícipe fue positiva siendo del 1,99% frente al -3,82% de la obtenida por su Benchmark de referencia a efectos informativos, siendo este el compuesto por un 50% del MSCI World 100% Hedged EUR Net Total Return más un 50% del Bloomberg Barclays Global Corporate Agreggate Total Return. &#13;
d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC&#13;
El patrimonio del fondo creció un 5,45% en el período, siendo al final del trimestre 22.598.430,79 EUR. El número de partícipes aumentó un 26,66% siendo un total de 190 partícipes al final del período. &#13;
La rentabilidad anual al final del período se sitúa en un 1,99% siendo la rentabilidad máxima diaria alcanzada de 2,8036% y la mínima -4,9641%.  &#13;
Los gastos totales soportados por el compartimento fueron de 0,6980% sobre el patrimonio neto de los cuales el 0,47% corresponde a la comisión de gestión y el 0,04% corresponde a la comisión de depositaria.&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la gestora&#13;
La rentabilidad obtenida por el fondo fue acorde a su vocación inversora y acorde a su cartera estratégica. Dentro de la gestora encontramos dos fondos que han obtenido una rentabilidad superior, beneficiados por su mayor proporción en renta variable.&#13;
b)	INFORMACIÓN SOBRE LAS INVERSIONES&#13;
a) Inversiones concretas realizadas durante el período&#13;
Durante el semestre se realizaron los siguientes cambios:&#13;
A mediados de marzo se redujo el Groupama Credit 1-3 como sustitutivo de cash para incrementar la liquidez para hacer frente a posibles reembolsos de clientes.&#13;
A finales del mes se redujo el porcentaje en el vértice Renta Fija High Yield a través de la venta del Evli European High Yield y del fondo Nomura US High Yield quedándonos en cartera sólo el fondo más global y diversificado.&#13;
A principios del mes de abril se cambió el fondo DPAM European Real State Dividend por el fondo Echiquier Artificial Intelligence ya que el Covid 19 en el medio plazo creemos rebajará los dividendos de las empresas y los precios de los inmuebles. En cambio, conlleva cambios de hábitos como por ejemplo el incremento de la inteligencia artificial y todo lo relacionado con ella en el día a día. &#13;
Puntualmente se han utilizado derivados para mantener la exposición correcta de cartera en el caso de suscripciones de bajo importe en el fondo.&#13;
b) Operativa de préstamo de valores &#13;
No existe operativa de préstamo de valores en la IIC ni se invierte en productos estructurados. &#13;
c) Operativa en derivados y adquisición temporal de activos. Apalancamiento medio&#13;
La IIC no dispone de operativa de adquisición temporal de activos. &#13;
La metodología de cálculo para la medición de la exposición global al riesgo de mercado asociada a la operativa con instrumentos financieros derivados utilizada por la Gestora es la metodología de compromiso.&#13;
El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto.&#13;
La IIC podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados, con la finalidad de cobertura y de inversión. No obstante, en este trimestre todas las operaciones se han realizado a modo de cobertura. &#13;
El grado de apalancamiento del fondo ha sido el siguiente.&#13;
Enero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 9,50% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 9,21% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 61,40% sobre patrimonio. Esta posición hace referencia a una aproximación de la exposición que mantienen todas las IIC’s que conforman la cartera del Ginvest Balanced Selection. &#13;
Febrero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 9,07% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 8,45% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 67,33% sobre patrimonio. &#13;
Marzo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 1,25% en futuros del S&amp;P500 y una posición media larga de 9,05% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 8,85% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 65,03% sobre patrimonio. &#13;
Abril 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 6,66% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 6,41% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 66,67% sobre el patrimonio. &#13;
Mayo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 8,93% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 9,76% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 66,71% sobre el patrimonio. &#13;
Junio 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 9,51% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 9,42% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 66,46% sobre el patrimonio. &#13;
d) Otra Información sobre inversiones&#13;
A la liquidez del fondo se le ha aplicado una comisión del 0,50% toda aquella que exceda el 1% del patrimonio del fondo. &#13;
No existen inversiones que pueden dejar de publicar valor liquidativo de manera sobrevenida. Tampoco existen inversiones que incluyan predicciones de resultados futuros.&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012. &#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
a)	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
N/A&#13;
b)	RIESGO ASUMIDO POR EL FONDO&#13;
Respecto al riesgo asumido por el fondo, comentar que la IIC utiliza la volatilidad como medida de riesgo. Esta mide la desviación del fondo respecto a su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que estas rentabilidades han sido mucho más estables en el tiempo. La IIC no tiene recogido en su folleto un límite por volatilidad, aunque sí está referenciado a un índice utilizado como Benchmark a efectos informativos o comparativos. &#13;
La volatilidad diaria del fondo anualizada durante el periodo ha sido de 8,95% mientras que la de su índice de referencia ha sido de 9,75%. Como información complementaria añadimos que la volatilidad de la letra del tesoro ha sido de 0,60%.&#13;
c)	EJERCICIO DE DERECHOS POLÍTICOS&#13;
Respecto al ejercicio de derechos políticos, el Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionadas, o para su delegación.&#13;
En general se delegará el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
&#13;
d)	INFORMACIÓN Y ADVERTENCIAS CNMV&#13;
N/A&#13;
e)	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
N/A&#13;
f)	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS&#13;
No han existido costes derivados de servicios externos de análisis.&#13;
g)	COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
N/A&#13;
h)	PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Nuestro escenario central sigue siendo que el impacto del virus va a ser temporal. China ya ha reactivado su economía (50% consumo mundial de materias primas, 50% crecimiento mundial, 70% producción farmacéutica, 30% producción mundial de autos, etc.) al igual que el resto del mundo. Sólo nos queda por ver si se podrán controlar todos aquellos brotes que vayan surgiendo para descontar ya una vuelta a la “normalidad” o no. Añadir que se deben también valorar los efectos que ello va a provocar: cambio de hábitos de consumo para pasar a ser una economía más digital, bajada del mercado inmobiliario, situación laboral deteriorada entre otros. Además, los resultados que empezarán a publicarse a principios de Julio despejarán un poco esta incertidumbre. &#13;
Así, la estrategia de inversión del fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de adaptarse a las mismas y aprovechando las oportunidades que se presenten en el mercado en función de su evolución. Las perspectivas contenidas en el presente informe deben considerarse como opiniones de la Gestora, que son susceptibles de cambio.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12020_V-55330591_da">No aplica en este informe</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12020_V-55330591_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total
</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12020_V-55330591_ia">GINVEST GPS CONSERVATIVE SELECTION</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12020_V-55330591_ia">2018-10-19</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">002</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_05 contextRef="FIM_S12020_V-55330591_ia">05</iic-com:XCode_VocacionInversora_05>
<iic-com:PerfilRiesgo contextRef="FIM_S12020_V-55330591_ia">3 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12020_V-55330591_ia">El compartimento invertirá más de un 50% de su patrimonio en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora e incluyendo IIC de gestión alternativa (UCITS).
Se invierte directa o indirectamente entre un 15%-25% de la exposición total en renta variable (si bien en condiciones normales de mercado la exposición estará en torno al 20%) y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos).
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12020_V-55330591_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12020_V-55330591_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.45</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.26</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.45</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.84</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.38</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.15</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.38</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-0.07</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2152613.47</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1814637.02</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">176</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="pure">93</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12020_V-55330591_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12020_V-55330591_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21957571</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">18556600</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy2" decimals="0" unitRef="euro">1244759</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ia" decimals="4" unitRef="euro">10.2004</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy" decimals="4" unitRef="euro">10.2261</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy2" decimals="4" unitRef="euro">9.6406</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12020_V-55330591_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.25</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">7.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">-7.21</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.34</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.78</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">6.07</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">-0.60</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-2.34</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-21</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-16</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.76</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.92</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-14</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-24</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">7.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">4.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">9.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">1.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">42.39</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">32.70</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.56</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.51</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.60</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.22</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.16</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12020_V-55330591_daa">BENCHMARK CONSERVATIVE SELECTION</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">11.34</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">6.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">14.18</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">2.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">2.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">2.69</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">4.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">4.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">5.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">2.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">2.34</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.70</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy2" decimals="2" unitRef="pure">0.67</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12020_V-55330591_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16003112C1407202025302785.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAF3AnEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+/iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivyB/4LV/8FW/+HPn7LHgH9pf/hQv/DRH/CcftAeFfgX/AMIV/wALR/4VJ/Zf/CTfDr4q+P8A/hKf+Ej/AOFdfE37b9i/4Vl/ZP8AYn9g2n2n+2/t/wDa9v8A2b9jvwD9fqK/kC/4iO/+Cpv/AErH/t//APgx/aK/+gBr+p39nr4j+KvjH8Avgf8AF3x18MfEHwT8bfFT4P8Aw0+I/jH4M+LG1F/FXwj8VeOPBei+J/EPwx8TPrHh/wAJ6u3iDwFq+qXnhXWW1Twr4a1FtR0m5N94f0a5MunWwB7BRRRQAUV+QP8AwWr/AOCrf/Dnz9ljwD+0v/woX/hoj/hOP2gPCvwL/wCEK/4Wj/wqT+y/+Em+HXxV8f8A/CU/8JH/AMK6+Jv237F/wrL+yf7E/sG0+0/239v/ALXt/wCzfsd/+v1ABRRRQAUV+cHxL/bW+Pvgf/gpd+z1+w94e/YV+MHj39nz4x/B/W/iP46/b20abxovwa+CfirS9J+OGoWfwx8WQWPwg1nwS/iDVrn4V+DtNtm1j4yeE9RE/wAXPDJi8P3Mi6XB4l9E/bc8b/t1+G/DXwt8M/sC/B34V+PviZ8QPihomg+Ovib8e9Yhi+CfwA+Fdur3niz4geL/AAZoXxJ+HnxW+JWtXkSw6L4N8IfDSa6mfU7i41TxJf6VpunQW+sAH23RVDSo9Uh0vTYdcvLDUdaisLOPWNQ0rTbjRtLvtUS3jXULzTdHvNV1670qwursTT2em3WuazcWNu8drPquoyxNeTX6ACiiigAor8gf+CKn/BVv/h8H+yx4+/aX/wCFC/8ADO//AAg/7QHir4F/8IV/wtH/AIW3/an/AAjPw6+FXj//AISn/hI/+FdfDL7F9t/4Wb/ZP9if2Dd/Zv7E+3/2vcf2l9jsP1+oAKK/IH/gnF/wVb/4eB/tT/8ABTj9mj/hQv8AwqT/AIdyftAW/wAC/wDhNf8AhaP/AAnv/C4/tHxF+P8A4A/4Sn/hHP8AhXXgz/hXuz/hRn9rf2J/b3jjd/wlP2D+11/sT7Zq+d+2x/wVp/4Ya/4KC/sKfse/E/4AGf4LftzXk/hDwz+1SPiqNKt/BXxVi1x/DKeBdR+Fs/w4u7bVbT+2/EfwnjuvEknxR0JbTT/iDeaidHlXwrJBrQB+x9FfFn/BRD9tbwT/AME7/wBjP47/ALYPjzRv+Ep0v4O+FI9R0bwUmtx+G7jx74113VtO8L+BPA9vrr6ZrjaN/wAJP4u1rR9LvNai0HXpNC02e+1xtF1OLTZbSXX/AGCf2k/G/wC2J+x78Af2pPiB8GP+Gfte+PHgKy+Jdn8Jz46k+JEvh3wj4muru+8A30/i+TwX8Pm1GfxX4Hfw94wkt/8AhFNO/sk68NIMl+1idQugD68orwD9rH46f8Mv/ssftLftL/8ACLf8Jx/wzv8As/8Axk+On/CFf23/AMIz/wAJh/wqT4deI/H/APwi3/CR/wBkeIP+Ef8A+Eg/4R/+yf7b/sHW/wCyvtf2/wDsjUvs/wBjm+f/APglx+3P/wAPKP2E/gZ+2t/wq7/hS/8Awuj/AIWb/wAW0/4Tb/hY3/CNf8K6+MXxB+E3/I5f8Ij4E/tj+2P+EE/t/wD5FTSv7P8A7V/sr/TvsP8AaV4Aff8ARRRQAUUV+QP/AARU/wCCrf8Aw+D/AGWPH37S/wDwoX/hnf8A4Qf9oDxV8C/+EK/4Wj/wtv8AtT/hGfh18KvH/wDwlP8Awkf/AArr4ZfYvtv/AAs3+yf7E/sG7+zf2J9v/te4/tL7HYAH6/UV+cH7a37a3x9/Zf8Aj7+wr8IvhF+wr8YP2r/BP7V/xgm+HHxm+M3w4m8aReFf2QPCsXjT4QeGE+J3xOTwx8IPiPpEvh+XSPiP4q8VKvirxV8MdO/s74Y+IAPEDWzajqPh/wDR+gAooooAKK/OD4l/trfH3wP/AMFLv2ev2HvD37Cvxg8e/s+fGP4P638R/HX7e2jTeNF+DXwT8VaXpPxw1Cz+GPiyCx+EGs+CX8Qatc/Cvwdpts2sfGTwnqIn+LnhkxeH7mRdLg8S/o/QAUV+QP8AwRU/4Kt/8Pg/2WPH37S//Chf+Gd/+EH/AGgPFXwL/wCEK/4Wj/wtv+1P+EZ+HXwq8f8A/CU/8JH/AMK6+GX2L7b/AMLN/sn+xP7Bu/s39ifb/wC17j+0vsdh+v1ABRX5xfse/wDBTP4J/tt/tSft6fsyfB3QPGC3n/BPzxr4C+FvxS8c+JLSDSdH8UfE/wAS+I/jX4X8XeHvB2kM8mqy6L4B1r4MX+lz+J9TFlF4l1DULh9F01tD0+w13X2/8Ev/ANtb4+/t3/ALxf8AF39oz9hX4wf8E+vG3hz4wa/8ONL+DPxrm8aT+KvE3hXSPBfw/wDE9j8TtPfx18IPgrq48P6zq/jDXPCtqtv4V1DThqPgvVTD4gurk3mnaUAfo/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX8gX/B6t/yiy+Af/Z//wALP/Wdf2qq/r9r8gf+C1f/AASk/wCHwf7LHgH9mj/hfX/DO/8Awg/7QHhX46f8Jr/wq7/hbf8Aan/CM/Dr4q+AP+EW/wCEc/4WL8MvsX23/hZv9rf23/b139m/sT7B/ZFx/aX2ywAPyA/4Y3/4PJP+ksX7AH/hufA3/wBLTrd/4OAtK1D9gr9vP/gmH/wWz8HWd1B4d+FXxOtP2VP2t5NLt5J5NR+CXxAXxFNpuoXdhaKftUtl4U1/4zaXFqGoRXCL4kn+GlpHLFc2elRthf8AEOJ/wVN/6WcP2/8A/wAF37RX/wBH9X7o/tCf8E6LL9qf/glzc/8ABOL47/GTxB8R/EGpfs3fDb4Q63+0x4q0K98QeMPEHxf+F/hzwsNC/aI17w/rnjLUdY1jxFqHxJ8Jaf8AEbxDoeofEa51XW5LrU9EvvHUs2oXGvOAfhp+xrcQf8FTP+DkT9q/9s9biHxP+zd/wSw+Hlv+y58AdShlS88Par8ZPEH/AAlnhnxL4j0eZGk0fXYItRu/j5qkOtab9qkGnXXwp1VbwQposzfBf/BJX9g74df8HBfwg/b2/b3/AOCgvxG+L/i/476r+0f8R/g9+zvdQfFzx54a0j9j+z0LwF4J+Ivh7Xvhv4V0LxBpnh6K00S9+JOlaPZaB4i0zVfC62PgWS4bSm1vUtU1aX+pr/gj5/wS38Ff8Ekf2SF/Zo8N/EM/GHxNrnxG8YfFD4j/ABbm8Ex/D2fxv4l8RtYaVpRTwmPFfjmbRrLw54L0Dwz4chtZPF2spd3unalr0f8AZ763Np1r+cniv/g3g+Ivw58b/tOv/wAE9f8Agpv8af2E/gP+2Zqus6v+0L+z5p3wX8DfGjQby48SNqK69F8JfGOu+KvBniT4O/abLV9T02x1bQBf+KrDTJ7bSj4jutH0zTdNtQD+Sf8Aav8A2wfjZ+2H/wAGsH7OOrfHvxVr3j3xl8Cv+Cuumfs+aZ4+8V6hd6x4q8X+DfDX7JPxj8feGLvxDrV88t5rN/oNl8Sm8Fw6neSz311pvhiwbULm71AXV1P/AEj/ALG//K5J/wAFYff9gD4c4/8ACF/4Jp19VftS/wDBtt8FPjB/wSw/Z+/4JcfAf476x8AfB/wP+P8ApX7Q+q/F3xN8M7P4x+LPif4zXwR8WfCnie68T6JYeO/hLZ2upeIrz4orfWupWuqS2nh7Q/C2keE7HRZ7Jba8sPY/2t/+CKHjr4o/8FBf+HmH7FP7ePjz9gr9p3xR8PdM+GPxf1bSPgj4B/aA8KfE3wvpOk6N4etftHhHx9r2g6JZ6jN4d8M+EdLvP7ftPGWh+f4M8J63pmg6Xr2lSaleAH4wr8Y9c/Z5/wCDmj/g4M/aB8Lafbaz4l+Bf/BHHxZ8YfDuk3Mb3FpqmvfDD9nn/gn54z0rTbmGJkklgvNR0OC0nhjdJHSR41ZWIIwv+CX3/BG/SP8Agp9/wTQ+FH/BR3Wv2uP2g/hZ/wAFUPjj8XviL8TtN/bqj8cfEPxx4m+G9t8Nf2g/Gfw9/wCFe2XwwsPih8PvCOo+FNZ8PeBLnUrWKO60PVfD+s+IbQadqEngzRovBeofsz+xN/wQVs/2Tv8AgoH+0/8Aty/EX9r7xx+1rF+1b+zbr3wD+JngD41fDLSB4o17UPHV38E9V+Ini7xH8SdG8aJoOr6Br+qfCvXLPQvhtpPwm8L6N4Q8G+LdI8G6fqt1Y+CobrX/AJguP+DYzVo/h1rv7Guhf8FN/wBoPQv+CWfiX4uwfFzVv2HU+FHw71LxMLyHxFZ+KV8Mad+0zqGrzeK7PwtDrWn2WqW2iS+BrzSW1yztfFep6dqvi+OTX5gDwv8AaQ03xVo3/B3f/wAEbtH8d+KLLxx430r/AIJr+J9N8ZeNNN8OR+DtO8X+KrH4Yf8ABSG18Q+KLDwjFquuxeFrLxBq8V5q1r4cj1vWY9Dgu49MTVdRW1F3N8c/8Elf2Dvh1/wcF/CD9vb9vf8A4KC/Eb4v+L/jvqv7R/xH+D37O91B8XPHnhrSP2P7PQvAXgn4i+Hte+G/hXQvEGmeHorTRL34k6Vo9loHiLTNV8LrY+BZLhtKbW9S1TVpf6QvFP8AwRt8J3v/AAVb/Yc/4KSeAvi9ZfDnwN+w7+yq37Kngz9lvTfhY+p6drHhOz8F/tFeB/Dt7YfFOX4kWMnhey8PaP8AHmzhtdCk+HfiR5oPBEcD61G2vmfRfjzxX/wbwfEX4c+N/wBp1/8Agnr/AMFN/jT+wn8B/wBszVdZ1f8AaF/Z8074L+BvjRoN5ceJG1Fdei+EvjHXfFXgzxJ8HftNlq+p6bY6toAv/FVhpk9tpR8R3Wj6Zpum2oB/JP8AtX/tg/Gz9sP/AINYP2cdW+PfirXvHvjL4Ff8FddM/Z80zx94r1C71jxV4v8ABvhr9kn4x+PvDF34h1q+eW81m/0Gy+JTeC4dTvJZ76603wxYNqFzd6gLq6n/AFZ/4OGf2A/h1/wSa+AH7JH/AAUa/Zd+KH7Qlv8At2aP+1r8PfAHxQ/aS8Z/HX4peNfF/wAcbvXPhh8VviPrXiPxxp/ifxXqmgab9r8SfCy1tm8K+DNM8NeDrzw14h1vw5rOharp7Wa2v7MftS/8G23wU+MH/BLD9n7/AIJcfAf476x8AfB/wP8Aj/pX7Q+q/F3xN8M7P4x+LPif4zXwR8WfCnie68T6JYeO/hLZ2upeIrz4orfWupWuqS2nh7Q/C2keE7HRZ7Jba8sPtX/gtX/wSk/4fB/sseAf2aP+F9f8M7/8IP8AtAeFfjp/wmv/AAq7/hbf9qf8Iz8Ovir4A/4Rb/hHP+Fi/DL7F9t/4Wb/AGt/bf8Ab139m/sT7B/ZFx/aX2ywAP1+r+Dj/gil+xr4W/4La+D/ANuL/gp3+2J8WvjrF+1u/wC1H8Qfhd+zl468I/Gr4jfD68/Y7h8L/D/wL8QvC2u/DLT/AAn4l0PTktfD118TLHw/ZeGfFNhrHhCHRvAwiOivf6prF9N/ePX83lr/AMG/Hij4V/HD9pLW/wBj7/go58eP2Rf2TP2yPEuoeJ/2lP2Tfh/8Mfh74lk1u48RPf8A/CW2fwg+Mnim9uNV+BkWsW2q6lptjq3hPwTe+K9F0ee20aHxFc6XpGjWengH8en7Lf7XHxo/ZH/4NXP2i774F+K9f8B+K/jx/wAFedS/Z81rxv4U1C70fxP4b8E+I/2Rvg/4/wDFDaJrVhJDe6PceIbT4aR+Db2+tJobkaR4k1K3tp4Li4imT9LP2RfCvjr9lP8A4KSf8E4/Ev8AwTC/4Jx/8Fs/2c/gr4v8TaH8Df8Ago1F+2P+zh8ZdH+FXxX0bxvrXhLwla/H/wARyf8ACa/FTwxoOraA2u+LPiD421a5n8B+EPA7+FPDN74Z0+DTLzxbBL+5/wCy1/wbafBL4Qf8Esvj9/wS5+Pfx11r9oDwd8bf2gtV/aJ0n4ueF/hrafBnxb8MPGbeBvhR4R8M3XhfRb7x18W7K61Pw7dfDGS+udRvdSSy8QaL4q1bwrfaHDZG4vL/ALb9nf8A4IT+PdE/af8A2aP2mP28f+ChnxR/4KCXn7EegzaL+x/4C8XfBvwV8H/D3wuuglhFpnijxlf+G/E3izVvix400n+ydF1OPxhrs2l+JNW8ReHPC+reI9U1m38PafpkYB8P/wDBuJ/ylN/4OcP+z/8ATv8A1or9v6vtj/g58/Y21L9qf/glv8RfiH4Ft7tPjL+xlr+mftV/DrVtJaa11y10jwFBdQfFW3sdStCL6zjtfhvf6741ijtMvc+IPA/hzBikhiuYPqf/AIJxf8EpP+Hfn7U//BTj9pf/AIX1/wALb/4eN/tAW/x0/wCEK/4Vd/wgX/CnPs/xF+P/AI//AOEW/wCEj/4WL4z/AOFhb/8Ahef9k/23/YPgfb/wi32/+yG/tv7HpH6067oej+J9E1nw14h02z1nQPEOlahoeuaPqMCXOn6ro+rWk1hqem31tIDHcWd9ZXE9rcwSApLDK8bAqxFAH8Av7dH7dN3/AMF7fDf/AAQn/wCCeHw210S6x+1ldeG/2h/25LfwzKkE/g5/hTN4q+HPxEtTDYgNZQaKPA37SXj3S/D+qfYku7aw+F2uLCkOo6Pfp+wX/BcC4/4Jr6f8Yf2Rf2bf2pPCP7cv7WHi3Xfhzq3h/wDZ7/4JWfsa6/qmh/D3xzY2c11pun/Fvx94f8A6n8L/ABo1x4atPDt54c8M6hcfGCbRdC8OeFfEt5pPw9mtrLxpqlz2X/BIL/g25+Fn/BJ79rH4sftS2H7Qt58eb3xT4L8SfD34SeFNX+EkfgWf4QeGvFHiqw1vUprjxOfib45PjbxI+g6LpHhMa9FoPg5jYSeIZvsQj8QPY2P1H/wUf/4I6ap+2d+1T+zf+3l+zt+1141/Yj/bR/Zm8M33gLwd8YtA+GHhj42aDqXgK9uPF1x/YGs/Dfxb4g8MaTdzQL8QvH+nPNdapeaNq+h+Mta0fxH4d1u1Nj9jAP5C/wBkHW/iD8DPjt/wcYfsSaD8HvjF+x5+zlY/8EWP2u/jb4e/Ye+K3xnn+Ntz8GfE7fBD4R3nhnVm8THV9asU1bxH4X+NHiDX5LeO/vte0vRfE+j+EfGGs69rfhE6gYfD/wAZ/jRcf8EVf+Db/wD4J/8Aw2+LPjb4IeAP+CiX7XX7Snwn+OPxB+HmuXXhnxOPAlj+3xqPw/Phttbs5IZ49Cvz8cL3xFq2ltKtlrEvhLT7TVI7vSxe2dx/Rb4O/wCDcbxp4T+Of7YP7QOrf8FG/iD8V/iJ+3f+wb+0T+xv+0l4m+MPwE8O+IvEWv8Aif4/+H00Zviz4PvvCXxN8B6L4M8M+A5PDfwyXw18HLfw1qNrB4d8GX/hSw8e6Pp2vadL4V9Mf/g3K+Cvif8A4JZ/sr/8E6fiT+0B461D4g/sceOPiN8TPgb+1z8MvClt8MfGvhbxx4/+Lfj74pPeW3gW98WePLZNFt/+Ez07R9U0tfGX9oaneeEtG8S6TrvhjUo7aGxAPy6/aK/Zn+H/APwQe/4LCf8ABHay/wCCe2r/ABH+HvwV/b8+Jep/s5/tE/s76p8UPHnj7wN4rSPxp8G/h5J8TdUs/G/iDxDfnxC4+Ntp4qtriO5hstG1v4eRnw/b6VpOp63pd34D/wAEn/8Agm9+zp/wUI/4K2f8HBJ/af07xh4z+H/wT/b+8Va/4b+HGi/EXx34D8M3fxP8R/tM/tdS+E/iXrtt4F8QeHpPEevfDrTPCXifSvCtl4gl1Pw/b23j/wATfbdGvmuozD++37PH/BD/AOIlh+2l8Jf27f8AgoV/wUF+I/8AwUQ+M37Ofhy48Pfs66ZrnwS8B/AD4efDd5ra7tYfEeoeDfBXiLxVYeKvFlj9vutTg8Ql9Ev77xFHpfiLxBJreqaFo01l9Ef8E4v+CUn/AA78/an/AOCnH7S//C+v+Ft/8PG/2gLf46f8IV/wq7/hAv8AhTn2f4i/H/x//wAIt/wkf/CxfGf/AAsLf/wvP+yf7b/sHwPt/wCEW+3/ANkN/bf2PSAD9fq/kC/4Mqf+UWXx8/7P/wDin/6zr+yrX9ftfxRfBT/g1A/bQ/Zr8K6h4F/Zz/4OAP2n/gD4J1bxBdeLNU8HfBT4R/Fb4V+FdS8VX2naVo994m1Dw94F/bk0HSLzxBeaRoWh6XdazcWcmo3GnaNpVjNcvbadZxQgHsH/AAcd/wDKU3/g2P8A+z/9R/8AWiv2Aa+f/wBlz9mfwJ/wXG/4LM/8FgtX/b81j4m+OPhx/wAE9Pizo37Pn7MvwV0H4q/EP4a+GPAUa+PfjN4H074keHZPh94i8L65p/iG2/4UY3jBrm11FLPV/Efj24vtch1e0sdHtLX9P/FH/BBb4p/Ey1/4I46n8a/+Ci3xA+NvxN/4JSftAfEL46eJvi38UvhT4j8b+O/2qv8AhMv2jvhj8ddG8La74g8WftC694g+Hf8Awhvh/wCGGlfC3TNb1DXfirv0c6fqFrpGlWWi23hqf0f44/8ABEjx3cfty/FH9u39hD9v74of8E//AIgftH6Bp/h/9qPwt4P+Dnw7+M/hf4qrZpaW9x4i8O6d8QdSs9G+HvjW/gsorxvFZ0DxbqGmeI7jVvEmhDSr7XtdXUQD+LHS/AuofC/9hT/g7++GereNvEnxM1X4d/ta/sN+BdT+I/jK/bVfF/xA1Dwj/wAFJfjRoF7428Vao/zal4k8V3Ony69rl+3zXmp391cNzIa/pH/4KWMo/wCDNv4bgsAW/YB/4JPKoJHzMPHH7HBKj1ICsSByApPQGvhj/gh7/wAE+fhB+0N8Sf8Ag6F/4J0fE3W/iHrvwi1f9o74afBRfHGs63b6v8U5U+GXx8/bX/4Qb4jaj4j1DTXsNd+IGk+I/B3hvxreapf6RJp+s+I7N57/AE17S7mtT+kXjj/g21/ac+LP7EbfsFfF7/gsz8avHPwD8Baf4N039nXwLH+zB8N/DfhH4bWngzxVomoaRZfE2LR/iKnxG+Pej6F4PsdW8MeCPDmv/FPwv4d8E6teeH/FGl6XND4O0rw5KAfmN+zN/wAp1/8Ag1x/7QA/s+/+seftzV2v/BFL9jXwt/wW18H/ALcX/BTv9sT4tfHWL9rd/wBqP4g/C79nLx14R+NXxG+H15+x3D4X+H/gX4heFtd+GWn+E/Euh6clr4euviZY+H7Lwz4psNY8IQ6N4GER0V7/AFTWL6b9yfhl/wAEMf8AhXX7dn/BLj9tb/hqL+2P+Ha/7AHw+/YY/wCFaf8ACkv7P/4XR/wgnwd+Ofwm/wCFo/8ACZf8Lcvv+Fc/2r/wuj+3/wDhCf8AhFPHf2H/AIRr+yv+EuvP7Y/tLSvOrX/g348UfCv44ftJa3+x9/wUc+PH7Iv7Jn7ZHiXUPE/7Sn7Jvw/+GPw98Sya3ceInv8A/hLbP4QfGTxTe3Gq/AyLWLbVdS02x1bwn4JvfFei6PPbaND4iudL0jRrPTwD+dP/AIIw/ET9lT4Z/wDBt/8AtV6/+2d8f/2ivgH8B7n/AIKb67pfiNf2WPEGn+GfjB8bLuT9nz9mW/tPgBpmp3OgavqQ8PfEKHTrybxfb+HtY8B6lP4a0HUlv/HugeGB4hW988nj8N/se/8ABVz/AII0fEv9hX9gP9sj/gld8If2qv2oPBvwp8T2X7Q3xs8Xa1rX7VvgPxN8Wvgf4S8WReIvg54s+JXxL8UeB7XQfCfxakj1KHxV4kvdF8RXfi3w/qXhrStP1rwZqGqXn9Bfwv8A+DXH4UeHf+CU/wATv+CY3xV/am8R/Ef/AISv9ra5/bE+Hnx48L/CO0+HOo/DT4jL8KPBXwk0yxn+Hl/8TPiFY+MdJj8PeHvE9tq/n+LNCk1PT/Gs9rYLoep6LZa7NpfED/g3i/af+N/xR/ZD/aN/aM/4LAfFP4/ftJfsW/GH4V/EH4PeLPHf7LngHT/hPpvg/wCGPiXTfGjeE3+EPgz4n+GNQufG3jLxV4Y8FXni/wCL2tfEnXdf8Q6b4bWw8QaPrV3Np2q6MAfmx/wbYfsFfsnaJ/wVw/4LN+LNM+FP2bxB/wAE7f2v9a+Fv7HWof8ACdfEmb/hT/gTxt43/bf+CnifQvstx4xlsviB/afwy8L6F4Z/tP4pW3jbWLL7D/bOn6haeILm81W4/N3/AIJz/sW3/wC2V/wazftyt4Ls7qT4y/sx/wDBQb4i/tWfB6+0syRa5Brnwi/Zq/ZnvfGenaRPaFNRkv8AWfhff+N7XRtPsJVmvPFcfhmaOKe6srRK/sh/ZR/4I9eKv2NP+Ck/7VX7b/wW/bE8Qaf8Ef20PHmufFT9oD9kbWfgt4W1dPFfxE1IfEXWtI1ey+Os3ixfEegaR4T8ffFPxl4s0XQtH8FWgubPU/8AhHdfv9ZitNN1Kx7n/gi5/wAEnLf/AIJD/so/EX9l66+OcP7SNr8Qvj14u+Nlz4suPhSnwqt7O38WfDf4WfDybwhP4Wk+IfxPj1OG3j+GjalLq8muWyXia62nNo0K6cbzUAD+ZX9qL9tGX/gv5J/wQX/4J++FtSe/t/2gLbSf2r/2/wC10Z3tIdGt/gdN4w+HHxA0a5lsTEuix3178Ov2htR0DS9VaETz698ItVgtpW1PQ5rj6r/aC+Genf8ABV3/AIOQvix/wTW/ai8S+OW/YS/Yj/ZE8K/FHQf2ZvB3jvxZ8Nfh78VfFOpeF/gJqqXfiODwHrHhvVJrqxv/ANoKMW9/pWo2Wp6do3w2sNH0m806wutZS9/Sz/gk3/wb4fBv/glT+1h+05+1B4S+L8/xUb4xWGt+Dvgv4JvPhnF4N/4Z8+FviHx/deNdT8FjxM3j7xifiFqMtrp3gPw8nimDQfADra+FtUnOjNH4plsdK9W/bl/4IySftE/tfeC/+Chv7Jf7XfxG/YL/AG4PCfg6L4e6l8WfCXw98IfGjwL498HwWlzptvZePfhB421DRNG8R38Gj3K6Kst7rjaJc6dp+iHUfD19qGhaTf2gB+ZH/BFjUPF37Ff/AAWy/wCCn3/BHnwP8QfHfjv9j74RfCzwf+0P8C/D3j3xVq3jJvgxc61YfATWbjwB4V1TWLm7vLXSJNN/aDXQdQtpbh2v5/htp2r3KHW7vXb3Uf6+K/ID/gmJ/wAEjfCv/BPTxh+0L8e/Hnx68eftc/tg/tV65Z6v8cf2kPiL4f0nwjeavaafdXOoW/h3wf4K0nUNctvBnh6bU7s31/psfiHVo5xp3h3TbQ2GjeGtE02z/X+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK8D/at1rWPDf7Lv7SXiLw9quo6Fr+g/AP4xa1oet6Pe3Om6to2saX8PPEV9pmq6XqNnJDd2Go6fewQXdje2s0Vza3MMU8EiSxqwZ/wzV8Ov8AoY/j/wD+JYftTf8Az5KAPf6K8A/4Zq+HX/Qx/H//AMSw/am/+fJR/wAM1fDr/oY/j/8A+JYftTf/AD5KAPf6K8A/4Zq+HX/Qx/H/AP8AEsP2pv8A58lH/DNXw6/6GP4//wDiWH7U3/z5KAPf6K8A/wCGavh1/wBDH8f/APxLD9qb/wCfJR/wzV8Ov+hj+P8A/wCJYftTf/PkoA9/orwD/hmr4df9DH8f/wDxLD9qb/58lH/DNXw6/wChj+P/AP4lh+1N/wDPkoA9/orwD/hmr4df9DH8f/8AxLD9qb/58lH/AAzV8Ov+hj+P/wD4lh+1N/8APkoA9/orwD/hmr4df9DH8f8A/wASw/am/wDnyUf8M1fDr/oY/j//AOJYftTf/PkoA9/orwD/AIZq+HX/AEMfx/8A/EsP2pv/AJ8lH/DNXw6/6GP4/wD/AIlh+1N/8+SgD3+ivAP+Gavh1/0Mfx//APEsP2pv/nyUf8M1fDr/AKGP4/8A/iWH7U3/AM+SgD3+ivAP+Gavh1/0Mfx//wDEsP2pv/nyUf8ADNXw6/6GP4//APiWH7U3/wA+SgD3+ivAP+Gavh1/0Mfx/wD/ABLD9qb/AOfJR/wzV8Ov+hj+P/8A4lh+1N/8+SgD3+ivAP8Ahmr4df8AQx/H/wD8Sw/am/8AnyUf8M1fDr/oY/j/AP8AiWH7U3/z5KAPf6K8A/4Zq+HX/Qx/H/8A8Sw/am/+fJR/wzV8Ov8AoY/j/wD+JYftTf8Az5KAPf6K8A/4Zq+HX/Qx/H//AMSw/am/+fJR/wAM1fDr/oY/j/8A+JYftTf/AD5KAPf6K8A/4Zq+HX/Qx/H/AP8AEsP2pv8A58lH/DNXw6/6GP4//wDiWH7U3/z5KAPf6K8A/wCGavh1/wBDH8f/APxLD9qb/wCfJR/wzV8Ov+hj+P8A/wCJYftTf/PkoA9/orwD/hmr4df9DH8f/wDxLD9qb/58lH/DNXw6/wChj+P/AP4lh+1N/wDPkoA9/orwD/hmr4df9DH8f/8AxLD9qb/58lH/AAzV8Ov+hj+P/wD4lh+1N/8APkoA9/orwD/hmr4df9DH8f8A/wASw/am/wDnyUf8M1fDr/oY/j//AOJYftTf/PkoA9/orwD/AIZq+HX/AEMfx/8A/EsP2pv/AJ8lH/DNXw6/6GP4/wD/AIlh+1N/8+SgD3+ivAP+Gavh1/0Mfx//APEsP2pv/nyUf8M1fDr/AKGP4/8A/iWH7U3/AM+SgD3+ivAP+Gavh1/0Mfx//wDEsP2pv/nyUf8ADNXw6/6GP4//APiWH7U3/wA+SgD3+ivAP+Gavh1/0Mfx/wD/ABLD9qb/AOfJR/wzV8Ov+hj+P/8A4lh+1N/8+SgD3+ivAP8Ahmr4df8AQx/H/wD8Sw/am/8AnyUf8M1fDr/oY/j/AP8AiWH7U3/z5KAPf6K8A/4Zq+HX/Qx/H/8A8Sw/am/+fJR/wzV8Ov8AoY/j/wD+JYftTf8Az5KAPf6K8A/4Zq+HX/Qx/H//AMSw/am/+fJR/wAM1fDr/oY/j/8A+JYftTf/AD5KAPf6K8A/4Zq+HX/Qx/H/AP8AEsP2pv8A58lH/DNXw6/6GP4//wDiWH7U3/z5KAPf6K8A/wCGavh1/wBDH8f/APxLD9qb/wCfJR/wzV8Ov+hj+P8A/wCJYftTf/PkoA9/orwD/hmr4df9DH8f/wDxLD9qb/58lH/DNXw6/wChj+P/AP4lh+1N/wDPkoA9/orwD/hmr4df9DH8f/8AxLD9qb/58lH/AAzV8Ov+hj+P/wD4lh+1N/8APkoA9/orwD/hmr4df9DH8f8A/wASw/am/wDnyUf8M1fDr/oY/j//AOJYftTf/PkoA9/orwD/AIZq+HX/AEMfx/8A/EsP2pv/AJ8lH/DNXw6/6GP4/wD/AIlh+1N/8+SgD3+ivAP+Gavh1/0Mfx//APEsP2pv/nyUf8M1fDr/AKGP4/8A/iWH7U3/AM+SgD3+ivAP+Gavh1/0Mfx//wDEsP2pv/nyUf8ADNXw6/6GP4//APiWH7U3/wA+SgD3+ivAP+Gavh1/0Mfx/wD/ABLD9qb/AOfJR/wzV8Ov+hj+P/8A4lh+1N/8+SgD3+ivAP8Ahmr4df8AQx/H/wD8Sw/am/8AnyUfszPef8KuvLK91fxBrn9h/F/9o7wtp+oeKfEeu+Ldd/sLwl+0T8U/DHhuxvvEnifUdX8Qav8A2R4f0jTNJtbrVtTvrz7HY28clxJ5YNAHv9FFFABXwT+0j8Xfj94B/ay/YB8D+E7jwloPwF+NH7QHiz4Y/Eyea2j1zxv8Q71f2K/25fjZZ+GrJby1jtvh94c8B+JPgB8OPEt3rWmyar4h+IOoeJYdDgvPBnh/wb4ksPib97V4B8ZPgX/wtv4i/sneP/8AhKf+Ef8A+GX/ANoDxH8dP7J/sT+1f+E4/wCEg/ZY/aW/Zo/4Rb7f/a+m/wDCM/ZP+GiP+E1/tv7H4g+0f8If/wAI5/ZEP/CQf29ogB4Rqfxd+P1h/wAFKPhd8ENWuPCWi/s7eNf2S/2tPiH4f8PabbR6v4u8X+Nfgx8SP+CfWi6d8RPEviO6tbefwxZaeP2jviX4D0T4daJFJbyRaLcePPEviPxFN4o8L+G/hr8Zf8E6/wBpPVP2l/E/gD4q+MP26P2uNU1X4pal8V/iB4N/Zt8Y/sxfCf4S/sm+L/Amv6p481P4eeCfg58bdf8A2GPBPjX41y/C/wCF914Y8S3z/Cz9r34ieJJNV8IX+t+Mta8QeE4fElhefqJ4j+Bf/CQftT/Bv9pf/hKfsn/CpP2f/wBpb4F/8IV/Yn2j/hIP+GiPiL+yd4//AOEp/wCEj/teH+yv+EP/AOGX/wCyf7E/sHUv+Eg/4Tj7f/a+if8ACM/Y/EHgegfsq/tCa98XPgV43/aF/al8L/GHwZ+zD498S/E34OaL4a/Z3tPhN8S/EHjfxD8Fvix+z+uv/Hv4hWHxY8WeA/Hk9h8OvjT46ddP+EfwQ/Z60G48WXljrTaPFpmnW/h5QDB+LmofHr43ftbfEL9nf4R/tKeOP2ZNL+Bn7MXwT+OF1q3w/wDAPwP8a3fxF8bftEfEv9pPwN4R0jxsPjZ8MPiii/D7wZb/ALMGtXWsaJ4BX4eeMNdl8ZIIPiBpy6fAIPzy8M/tv/tIfH79kb9o/wD4KJ+Fvjt4s+EPhX9kT9nP4N/Gb/hnPwv8Ovgnrvw7+MGo3n/BPP8AZ5/4KGfE2y+Jmq+PPh/4u+LcEHiPQP2grL4X+FE+F3xd+F58KyeHf7bvpPElxNKbr9DdY/Z8/a/8R/EPxB8ePAPxt+C3wC+LPjLSvGvwN+IVr4i/Zz1v41+H/FPwE+GH7Qfxz8SfsmeJPDMOlftLfDi+8IfFnwx8MPinq9/4h1vXdc8ceCte8UeONdvbv4ReF4ra08J6R5lP/wAEzfEXhXwR44/Z3+C3xv8ABHgP9j/42fC/4afCX49/CLxd8Arv4g/ErxL4X8BfAHwH+ytrLfDb4waX8Z/h94c+H1/49/Z7+F/gDwDrsvi74NfFuDS5vD6654ct9KnuntYwD7R/bNleL9kP9qQx201yX/Z2+NkTLA1uphST4aeJ1e4k+0z24MMA+eVYjLcFRiGCZ8KfpWvnD9sb/k0T9qj/ALNw+OH/AKrHxRX0fQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFfNP7QHxa8YeFtR8BfCD4P2Gk6n8cfjPJ4ki8I3PiANP4X+HfhDwlaWE3jr4xeM9Pt7i21HWPDngmTXPDWlWHhzTprW68W+N/Fng/wtJqmgabq2peJNG8nsf2RfiX47vUi/af8A2m/HvxZ8N+H/AArP4S8GaR8HdT+Lv7I17qCalqEsuu+K/jPqHwQ+Oun6f8WfGWp6TZ6DpNubPQvAfgTREh8RXGj+ALWXxNObT7bLeFMuWV4TPOJ+JsJw7gMfCvXy3L6GX4/OuJs5wdDE4jL6mOynLaMMJk8cLTzPDV8HKpnvEmQKr9Ux88CsdUwjoVOadefPKlQoyrTg0pyc4U6NOUoqajUm+apzOElK1KjVtzQ5uVSuve/hr+0n8FPi/wCOPHvw6+HHjaLxP4o+G7RjxNHa6L4jtdDmX+1dU8P303hTxbqOkWfhTx7baD4k0XVfDHiu58C614it/CPieym8OeJpNJ1opYv7nXw18cvBnhr9n/8A4Zm+LHwy8N6T4U8O/BPxv4N+A+p+FfDlla6TpZ+BX7QXirwb8J7/AEGys7cW9rbWXg34hXHwo+J2Wz5en+A9YtYUa41eVn+5ax4qyrI8PRyjOuFv7U/sDN6eNwsaec4jB4nMsHnGT14UcxwmJq4LC4KhJ18Fisnz2lTpYaVLBUM8o5V9dzKvl+Ix9d0J1W6lOvye1p8sm6akoSp1E3CUVKUnpKNSk7u8nTc+WCmooooor486AooooAKKKKACiiigAooooAKKKKACiiigArwD9mr/AJJ14j/7L/8AtYf+tTfGSvf68A/Zq/5J14j/AOy//tYf+tTfGSgD3+iiigAooooAKKKKACiiigD5w/bG/wCTRP2qP+zcPjh/6rHxRX0fXzh+2N/yaJ+1R/2bh8cP/VY+KK+j6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK+df2kPi/4j+GPhrw14d+Guj2niX43fF/xRD8Ovg5oOp2N5qHh6LxLc6ffazrHjTxtFY6lotxH8P/AIbeFNK1vxz4wEWt6Ne6vYaLH4V0HUI/FHiPQYZ/UyXKMbn2aYPKcvjTeJxlSUVOvUjQwuGo0qc6+Lx2NxM/3eEy/L8JSr43MMbWcaGDwWHxGKryhRozkoqVI0oSqSvaK2SvKTbtGMVvKc5NRhFayk1FatGd8cP2gPEPw88VeEPhf8KfhXqfxv8AjD4s07UfGDeCLDxJpXgzTPDnw08NXlna+I/GHibxlrsM+jaNPf3l5b+Gfh/ol0iz+M/GN3HZtc6N4Z0fxf4s8M/PXib9rj4/32u6T49+G37N3xQk+BXgbX/Dfg74w+D/ABn8G/G+lftFeMfFfjd7rSBa/BbQLzXdB0CXw58JNduvCVx45+IdxD4x+GvjLTdf1x/CXjLTNF8D634uk+j/AIJfBfxx4I8Z/FP4qfF3x94O+JfxU+J48FaFLrngX4aax8LPDPh74efDzS9QTwr4L0rw14h+J/xe1lhb+JvFHj7xZqOp3PjOSO+1HxdNDBpdhDYRGb6Rr7/+3OBOGquGy/B8LZNxs8Nl+Ho43iTE4ziPCUs1xOaUKVXPqdDLMbHBxwlPLaNatkfD2PjlmBx+DxNGvxHUeKxdbLKWU8nssVWUpyr1MNzTbjRUaMnTjBtUm5x5uZzaVSrHnnCUWqKtFTdT5L+CXgX4t678VvHP7Q/x18M+G/AfiTXfBvhr4Y/DH4ZeHvGJ8fSeAfhzpmo6l4t13UPFXiRPDPhzTU+IvjzxPrFjB4y0TwvJ4m8JaRp/w+8H2+i+MPErC71KX60oor4XPs7r5/mH16thsHgKdPC4LAYLLsujiIZfl2Ay/C0sJhMJhI4vE4zFOEKdJVKtbFYvE4vF4qpXxmMxGIxeIr1qnVSpqlDlUpTblKUpz5eecpycpSlyxjG93ZKMYxjFKMUoxSXzP+2V4Y8Q+Lv2WvjnpXhDSLvX/GNn8P8AWPFPg3QtPVH1DWfGPgcReNPCelaesrxxm/1DxD4f021st8ka/aZYiXXqPY/D3xD8I+Lfh1onxW8Naxbaz4E8SeDNO+IGg69aMTaan4U1fRIfEOmarbswB8i80m4hu49wDBJBuAIIHa1+VOgfEey+Fn/BKDRWZNZvvEdj8ANY+Bfw78NeGfD+v+LvFXi34nWml678J/APgvwx4Y8Labq+vavrGq+JNNsbFIbDTpYtNtI7zV9UlsNF0vUdQtPtOG8or8W8M5ZkNClVnisL4k5LluXxw0ZVKmJl4g5biMNjVUpqM5SeDfA2XSwjp8tli8c6yqL2Lpc1aoqFadVtKMsHVnK+ij9VnFxafTm+sz5r3+GNra3+3v2YPjnp/wC0t+z98J/jrp2jHw2vxJ8H6fruo+GTqQ1lvC3iFGl07xT4WbVxY6X/AGo/hrxLY6toT6i2l6Y962nm5fTrF5GtYveK+DP2MPA9h8GvGP7THwQ0aAad4f8ACnjH4T+NNE0K2lk/srSD4++BfgK08WzaPYGRrbTYfFHxL8G+O/GusR2McMGo+LfEviTXZ0k1HVb6eb7zrxfELLMnynjHOsPw7GpT4dxVTCZ1w/QrynOvhMh4iy/CZ/k2AxFSpWxE62JwGW5nhcFiK8q1R4itQqVuZqoa4SdSeHpus060U6dZpJKVWlKVKpNJJJRnOEpJWVk0ugUUUV8YdAUUUUAFFFFABRRRQAUUVk69q9voGha1rt2Qtrouk6jq9yx4At9Ns5ryYnkcCOFieRx3FXTpzrVKdKnFzqVZxp04LVynOSjGKXVyk0l5sTaSbeiSu32SPlzWf2yvh1pH7S3hz9mJfCPxQ1bxF4h8RReC3+Iuj+FILv4QeH/HR+Fvin4yXXgXxN43fVoE0rxjaeAdB0PWl8PHT5tS1K28deG7nR4NRsrHxhd+F+k+KP7UHhX4deOl+EugfD/4yfGb4wSaH4X8UD4dfCP4d6jqi2XhrxdqvizStG1nxL8VPF0/gz4B+AYruTwH4zns7P4i/Frwjqerp4eubfRLLUr670y0vvjTwh4fudA/Zz/4J8+P9bf7T468fftE/CH45fFLWXjMc2rfFD9o/wAC+PF8b3RDGSSHT7bWPihN4b8OWDyyJovhXTdC8PWziy0y2jX6r+Ef/Ey/at/bA1r739lWH7Ovw63/AN3+wPA/ib4gfZ8/7H/C2PP29vtW7HzZP7vnnCXBWUSxeOwuW47MMLwpwtmFPMKM84q0sHxLxdkPH+WcI4rM60oYX65gcgzHDZxhcwlkuAxOGx8aMI0KGdYSrWeJp+ZSr4mooxlOEJV60HBqmnKjh6uFnXUFd8sqsJU5RVSalG7u6ckuV9H+z78efEfxn1P4y6J4w+D3if4IeIfhR8QNL8KL4Q8aeJvBHiXxTqPh/XPAHhDxpovirV3+HGveLvBekyapN4h1Swt9I0Pxr4viitNHhu7zV7bUry90PSNP9mr/AJJ14j/7L/8AtYf+tTfGSvmT4k/s6/tW2v7YWo/tDfs//E74ceGvB3iv4ceEvh94r8FfEOXxxq+gXGphPGg8R/EfUfAnhk6JY+K/EvhGLQ/g7p/w9tZ/F/h+4utO1b4oWFz4h8L2jwp4n+gv2R7LV9M+DMum+INb/wCEm1/T/jN+05Za34k/s210X/hINXtP2mPi7BqWt/2PZPJZaT/a17HNf/2baSPa2P2j7Lbu0USMfheO8r4aoTyfOOGszyF4bO8jyTG4vhrKa2eYivw3m08qw8c6wFerm7xs3ShmlPEVqPtM4xleMMVCglOGHnUj04WdZqpTrQq3pVasY1qipRVampv2c0qfIruDSdqcVeLenMk/piiiivz86wr4J/aR+Lvx+8A/tZfsA+B/Cdx4S0H4C/Gj9oDxZ8MfiZPNbR6543+Id6v7Ff7cvxss/DVkt5ax23w+8OeA/EnwA+HHiW71rTZNV8Q/EHUPEsOhwXngzw/4N8SWHxN+9q8A+MnwL/4W38Rf2TvH/wDwlP8Awj//AAy/+0B4j+On9k/2J/av/Ccf8JB+yx+0t+zR/wAIt9v/ALX03/hGfsn/AA0R/wAJr/bf2PxB9o/4Q/8A4Rz+yIf+Eg/t7RADwjU/i78frD/gpR8Lvghq1x4S0X9nbxr+yX+1p8Q/D/h7TbaPV/F3i/xr8GPiR/wT60XTviJ4l8R3Vrbz+GLLTx+0d8S/AeifDrRIpLeSLRbjx54l8R+IpvFHhfw38NeG0yz/AGrPgp+0r+zJ4Y8U/tWeKf2m4fjzrfxXt/jZ8L9X+EHwV+Hnw9+Efw98G/Cjxb4ug+M3wWi+H/gqx+LHhfw3oPxji+DvwWvvDnxo+M3x6uNTtvjZpVwniKLWtFbUb36w8R/Av/hIP2p/g3+0v/wlP2T/AIVJ+z/+0t8C/wDhCv7E+0f8JB/w0R8Rf2TvH/8AwlP/AAkf9rw/2V/wh/8Awy//AGT/AGJ/YOpf8JB/wnH2/wDtfRP+EZ+x+IPmv9mz9m79tz4T/FTVvHPxr/az/Zs+POkeM9U1e4+Il9pv7FnxP+GPxm1rw9bw+J5vht4C8J/Ee7/bq+JHw98AeBPhlq2vQSaV4a0v4FX1hrFh/wAJXqOpx/8ACzPiD4q+J94AeC/trftHa9pX7Yvgv9n+1/ak/aq/Zn8E+F/2bLj4xeOb39kf9l3wz+0n4u17W/iP8UpvBPw71T4lXPiX9jn9smw+F3ww8JaT8KPixLd+KtR0D4Y6DLqesxPrPjDVYdKjstK83+Jfx8+Pdp8MP27v2kfhz+2T4/1X4c/8E0PAnhp9G8P2XgP9l/xT4U/bBj+Hv7D/AMD/ANtfx78RfjH4hsvgvaas958ZPCnxn0zw5oc37OHif9n/AMGeG7+0l8QaJ4ak0q4tdKX711rwL+3r4ueXX/DH7Rfwc+C93c+Ivip4V1PwP4p/Znm+MvhpPh3pPxp+JQ+DHxC8A6hof7Q/w18SeF/i/wCIfghffD6P4hX3jvxP8U/hrf8AibRrXVtC+CXw3mm8TeGdS+ZNI/4JdeJvh38LNe/Ze+Dn7QXhjw9+yL8Vvg18I/gl+0B8O/iL8BpfiN8X/Hnhv4Z/s6/D39kvXNV8EfGTRPjF8NvCvgLX/iZ+z78KvAPgvxTc+KPgn8VbPTr7RH13wxY6NJdGyiAPub9s2dLf9kP9qQyLMwl/Z2+NkC+RbXFyQ83w08TqjSLbRSmGEE5luJQlvAvzzSxoC1fStfOH7Y3/ACaJ+1R/2bh8cP8A1WPiivo+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiivNvBXxl+EPxJ1/wAa+FPh38U/hz498U/DbU/7E+IvhvwZ428NeJ9e8Baz9u1XTP7I8aaRomp32oeF9T/tHQtasPsGt29jd/bNJ1K38rzbK4SPqo4HG4nD4zF4fB4rEYXL4UquPxNHD1quHwNPEVoYahUxlaEJU8NCtiKlPD0p1pQjUrThSg5TlGLlzhFxjKUVKbahFySc2ldqKbvJpJtpXstXoek0UV8K+K/2tPiRqfxK+I/gH9m/4D6R+0fYfDrw/wCF7fVvFnh344eCfCthpnxQ8ReLPiT4Q1PwZ4gt9csJLW00bwBqHw9cfEPV9D1jxF4w0C6vLzSLX4capqulSW1z6/D/AAvnPE9TGQymjg/Z5dQo4nH43M82yjIcrwNHEYzD4DDyxebZ7jstyzDyr4vFUaNCnVxcKtaUpOlCcadRwirXp0eX2jlebcYRhTqVZyai5Plp0oznK0U22otJbtXR9yXFxBaQT3V1PDbWttDJcXNzcSJDBbwQo0k0880jLHFDFGrSSSSMqRorMzBQTXjfws/aK+Cvxq8H+IvH3wz+IWh+J/CPhPUNV07xHrMTXWnw6O2kWy6k9/ew6rb2N1Foep6FLZ+KfDev+QdF8U+ENT0jxZ4dv9T8Parp+o3PylafAb9pb9ovSbbUf2kPiOPA3wv8e+O4vFfjv9kODw34S8Qrpfw40CVZPB3wkvfjB4Rv9FvL5fE1xpOg658ddN1H/hYvhbxONT8XfDnw/ew+DbyO+uPTv2jf2O/D/wAcmhv/AAv4x1f4O67q+h2Xwy+J994P0+1fT/i38Abu5a38VfCDxnpHnWMM0MmhX2t23w/8XWk8HiH4a6rq19c6JNc6DrPinwz4i+yo8L+H+XYmjknEfG8KmaYnFKOLzvhihis44Z4Zp4WcIYrBY+csspYjibG4yf1ulSzDhavichwKwuBxeEzHiTC5vWlk3O62LmnUo4a0Evdp1nGnWrOS92UbTcaMY+63CulVleUZQoyppVPmuT9vn4t/Dz4KxfFv42fByzstE+MHgrx14+/Zi8ReCX1N7XWL+68MeJfiD8Hfgd8YPC2vSR634G+Kvivwbpdkllr1rd3/AIJ8T62l/pM0ngbxJLpHhfU/qv4N/s2eJfCnifwj8VfjT8d/ij+0B8WvDvw7n8HafeeN7P4UeHvB/gq88U/2BffEe78DeF/hJ8LfhjZlvFGp+HNHto9U8aN4w8RaVoWlw6TpetWcGp+IP7X9u8f/AAn+HvxR8N6P4R8c+GLHW/DmgeKvAvjXRtKMl1p9vp3iP4beJ9I8X+Db22Ol3FlLHDpWt6Hp7y6d5h03VNOW60PVrO+0TUL/AE+59Ep59x3kdbKalDg/hjCcH5jnGOzyHEc8LQw+NjUyWtCjh8lwOSZrj/rWcZLGrgMTm2B4mweV1svwWdRqU3XhVwVZZbgVSwtVVE8RWliIU40/YqTlG1RXdSdWnDlp1WpxpyoSmpypNOzUlzyKKKK/KzuCiiigAr8mv2SNA1/x38W7rwV4l0XUtK8JfsPfFP8AaVMdlqdt5NvrPxo+M/xl+K2p/DbVLTDSwzw+CP2U/FmjeJLGRD5Utr+0ZpLq4v8ARJorb9ZaQKqliqqC7bnIABdgqoGYjlmCKq5OTtVV6AAfZ8OcYVOHsj4pyilgKdevxBQwscHmLryp1cnxFLC5vk+MrQoOnVo4ynj+HeI+IMqnSqeynh6uNw+YYevCtgo063PWw6rVaFRzaVJy5oWTVSLlTqRTd048tWjSndXUlFwkmpXXyV4S/wCJT+3H8c7L7sHjH9mX9mzxFbJ08zVPCnxI/aY0DxBOOMNnTda8FwnHzJ5I3EiRAn1tXyT4j/4lH7dHwin+7D44/ZY+P2mzvyFa++HfxV/Z11HSbdvWSSy+IXiW4gHOI7S7JK5Ab62o4z/2iXC+a9M24MyCy6L/AFfpV+DJWXS8+GZN923L7QYfT28P5MRV/wDKrWI/9zfLYKKKK+MOgKKKKACiiigAooooAK+Qf28viq/wi/ZP+Mmu2Hhjxh428UeJvCeo/DTwH4P8A6OfEPi/xD47+JVtN4N8LWmjaHHcW93qf2PUtXj1jU7XTRd6w2i6ZqT6Ppmramlrpl39fV8jfHpf+Ek/aB/Yy8BBi0Fj8RPif8bdXtBtK3mkfC/4QeJ/BdkLhSrHyLDx18Z/A2rxupQpqOnafl8Eo/2vh3Twb4xyfGZhhVjsBkbx/FGNy91Z4dZlhOEsrxvE+Jyz6xTTqUP7So5TPA+3guaj9Y9pHWKObFuX1epGEuSVXkoRnZPkliJxoKdnZPkdTms97W6nM/tKfCP4s6h+y98OvA/wD07w/ffFf4beN/2YNV8FR+KSi+FtNb4c/E74ePrWueI7c6x4eur/AMPeG/Cthreu61o2latZa/rWl6bdaP4fMmt31hBJ7R8DfgxqPwmX4ka14n+IWrfE7x/8XfHNp8QfHfirUNB0Dwtpx1fTvAPgn4baZpHhXwz4ftlj0LwxpnhrwFoq2djqeqeJNZk1CfVL/UfEOoS3uIfd6Kyr8cZ3X4aq8LtZfDA4nNs1zbHYyGAw7zjHvNquR4mpl2IzSpGpio5Th8dkOEzGhl+FnhqNTH1KuJxv1uVLBLBtYamqyr++5Rpwpwi5v2cORVIqagrJ1HGrKDnLmaiko8t5cxXgH7NX/JOvEf8A2X/9rD/1qb4yV7/XgH7NX/JOvEf/AGX/APaw/wDWpvjJXx50Hv8ARRRQAUUUUAFFFFABRRRQB84ftjf8miftUf8AZuHxw/8AVY+KK+j6+cP2xv8Ak0T9qj/s3D44f+qx8UV9H0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV8/fHP8AaO8G/AmXwjpOp+HvHvxB8a+ObnUn8NfDf4U+Frjxr4+1Dw54ZWyuvHXjVPD9rPbSL4V8C6ZqFnd67fNMLi8v9R0Lwp4cs9c8Z+J/DPh3V/SyjJ8zz7MKGVZPgq+YZhiVWlSw2HipTdPDUKmKxNacpONOjh8LhaNbFYrE1p06GGw1GriK9SnRpTnGKlSFKDnUkoQja8nteTUYpdW5SajGKu5Saik20j6Bor8l/ir/AMFLtQ0r4ueB9J/Z6+GH/DSvwm1vRdI0bVNW8CX7J4o1b4s+Jm1bx43gbwt58hhtvEvw4+A3wt+L/jbxd4G8Q6LZ6zqnim+8B+D5NV8IXkWvuP098DeOPCnxL8HeGvH/AIF1uy8SeD/GGjWGv+Hdc09ma11HS9RgS4tp1WRI54JQr+Xc2l1FDeWVyk1neQQXUE0KfT8U+HHGPBmWZJm3EmT1MtwmfUXVwsalahLGYWd6ns8Nm+AhUljcnxWJp0atbCUcyoYaWLp0MZHDOrXy7MqODxoYzD4idSFGopypO0mk1GWivKnJrlqRi5JScHJRbjeynBy6uiuc8YeMPC3w/wDC3iDxv438QaT4V8IeFNIvte8SeJNdvYNO0fRdH02B7m+1HUL24dIbe2toI3d3dhnAVQzsqnN+HnxD8H/FXwH4P+JngTWF1rwX488O6H4q8Mas9pfaXJfaL4j0+11PSJrjTNXtrDVdLu7i0vbYy6ZqtjZanZzSG1vLS3ukeFfkll2YSwEs1WBxjyuOMhl0syWFrvARx86MsRDAvGKH1dYyeHhOvHDOp7aVGMqqg4JyN+eHPyc0eflc+TmXPyJpOXLe/Km0nK1rtK9ztaK+drn9qD4W6f8AtEP+zRq9zq+jeOpvC3hzxDous6np62/gfxHq3iNvFVzD8PdI8TC5eD/hZFpoHhO88XHwjqEFhfat4WnbV/DZ1uLRfE66H9E1vmeS5tk31D+1cvxeAWaZbhM3y2WJoypwx2V46HtMJjsJNrkr4aslKKqU5SUakKlGfLVpVIRUKlOpzck4y5Jypz5Wm4zj8UZLpJaaPo09mmFFY3iPxH4e8H+H9b8WeLdd0fwv4W8NaVqGu+I/EniHUrPRtB0HRNKtZb7VNY1nV9RmtrDTNL06ygmu76/vbiC1tLaKSeeWOJGYfH37Q3xGsPi74J+EXwl+C/jm01i3/a212bw/D8TPhx4otby30b4F6FpFz4p+MXjzwr4r8O37hbm98K2Ufw48KeI9CvZJtE8dfEbwnrEblLCUV38PcN47iDHYOjGNXCZZVxVWljs7q4arUy/LMNgsFXzbNcVXqRUYVZ5bkuDxua1MFSqPF18Nhaiw9Oc5Qi4rVo0oyekpqKcaSklOcpSVOnFLop1JRgpNcqcldn2wjpIqujK6OqujowZXRgCrKwJDKwIKsCQQQQcVma5ruh+GNH1PxD4l1nSvD2gaLY3Op6xrmuahaaTo+k6bZQvcXmoalqV/Nb2VjZWlvHJPc3V1NFBBCjySyKisw/LT4geC/jd+xf8AFH4X6j+zxpXjrUf2Hba/0TVPi78J/C2h6v8AF7U/hui6pc/Du40D4S+BdN0rxf8AFyDwhrv/AAtDQfi3f+F/hzp+oaP4Qj+AOtjTLXw9pXizU9G8Reh2ur/C79uz9oLwxNY6X4f+J37Pn7LmnS+KNSHivws17o2q/tReMYYrbwjpknhvxbp8F1pfir4F/DlNd13WLbWtDttT0jWPjB4NuLJrPUtHvVj+7fhhQhRw3EtLPnmnh1UyfHZzjeJsswClj8nqYSpPCYbhbiDK54uWGybi/MczqZXgKOWrNMwwqoZxg85w2NzDKo1a65vrrblRdLkxiqRpxoTn7tRStJ16U1HmqYeEOebnyQk3TlTcYVLIj13/AIKA6Z401KT4W/Ar4d/EK4+K3xJNhp37OPib4h+Ev7B+F/xR03UG8TW/iX4z6RImrSeLm+Efwig8Lan4h8U6h4m8O+DZvG1lP4PtPhxL4itviH4V1m61/E37P+pfs0+A/gz8Uvg2niHx541/Zr8HX/hf4h6Z5cLeJf2hPhF4ivrbxF8YY7zTrFbeyv8A4qN4ot7n4y+A/IiQ3XjiHWvBdm9jpfxE1m4T7tuPDHhu78R6V4wuvD+i3PizQtI1rw/oniafTLKXX9I0LxJd6JfeIdG0zV5IWv7HS9cvfDPh271ewtriK11G50LSJ7uKWTTrRot2uSpx9lOVvLMNwfw5UyfJnKWI4pyjNM0lnEuJassLj8jng8XmMMNgKscuqcO4zFR5cLhsHXwud55n+Y5fPB0P7DwmTtYWpPneIrKpU2oVKcPZ+xXNCrzRhzSTkq0Y/FKSlSpUoT5n7WVT8pf2cfFf7dv7Snhyy1rWfHuhfCP4JeN7PWvi98O/jf4S8M+BvFPxS8afDj4sa/L4i+FPw90Pw/4q0+88H+ANX+FXhBrzTte8S+Lvhr49i8YaDqPw21C0uLjxIPHjQfTP7In7H3hj9kLT/ippHhjxfr/jOx+I/jnSfGMeoeK4LP8A4Se0+yeAvCfh/WV8Qatp32XT/EOteJ/HWm+NviXq+r6doXhfT11Px7eaXZ6Bbw6at5ffYCqqKqIoVVAVVUBVVVGAqgYAAAAAAAAGBS1jxL4n5pnNLiHKcjynIeDOEuIquGljeGOHspy+hQxMMBj45ll88xzKWE/tLH4zDYyMsRTq+3w+DwcsRi8Jk2X5TlGIeVxqjgoU3SqValXEV6SajWq1JtpyhyT5IKXJGMo6NWcpWjKpOpUXOFFFFfmZ2BRRRQAUUUUAFFFFABRRRQB8kfG8rpP7Sn7FOvkhDrPjb42fC0SE4L/8JL8CPGPxL+zA5GfNPwXE+zncbUNjKAj63r5J/ay/4lv/AAzR4y+7/wAIZ+1t8Gv3vI8n/hZn/CSfAf73b7R/wtr7F1w/2ry+d+D9bV9nxF+/4Z4AxcNaWGybOsiqPtjcFxXnedVY38sHxLl8rbrnvtJHPR0rYqPV1KdVf4ZUKVNX/wC3qM/uCiiivjDoCiiigAooooAKKKKAPAf2oPibrfwm+CHjTxP4QtF1H4haouifD/4VaXIGFvqfxc+KPiHSvhx8LbPUJVin+y6O/jvxRoEmvai8MkWl6HFqOpToYbSQVmfA39lj4TfAxNJ13R9Dk8SfFePwbZeEPE/xp8batrnjn4q+LbfZpNxrv9p+PPGep694oTT/ABFrejWOu6joVrqlvoj6haWMiaeg0+yW35b9pIt4h+KH7HXw4iVZU1v9oC8+IfiCFmIMfhb4N/Cj4ieLra+CBW8z7N8T5fhbbANsSNr5ZvMEscSSfXVfoGLzDG5BwPkWV5fi8VgZcXvN8+zuWDxNahHNsooY6fDuTZbmEaU4xxGHwGPyXiPFQoVVKnKWac9SEnCjKPJGEauJqznGMvq/s6VLmSbp1HBVqk4XWjnGpRV1r7lk1doKKKK/PzrCvAP2av8AknXiP/sv/wC1h/61N8ZK9/rwD9mr/knXiP8A7L/+1h/61N8ZKAPf6KKKACvgn9pH4u/H7wD+1l+wD4H8J3HhLQfgL8aP2gPFnwx+Jk81tHrnjf4h3q/sV/ty/Gyz8NWS3lrHbfD7w54D8SfAD4ceJbvWtNk1XxD8QdQ8Sw6HBeeDPD/g3xJYfE372rwD4yfAv/hbfxF/ZO8f/wDCU/8ACP8A/DL/AO0B4j+On9k/2J/av/Ccf8JB+yx+0t+zR/wi32/+19N/4Rn7J/w0R/wmv9t/Y/EH2j/hD/8AhHP7Ih/4SD+3tEAPCNT+Lvx+sP8AgpR8Lvghq1x4S0X9nbxr+yX+1p8Q/D/h7TbaPV/F3i/xr8GPiR/wT60XTviJ4l8R3Vrbz+GLLTx+0d8S/AeifDrRIpLeSLRbjx54l8R+IpvFHhfw38Nflb9mT47/ALQuqad/wTX/AGjfH37QvjL4jeDv+CmssbXHwE1v4ffBHRfh/wDA6H4j/sf/ABr/AG0/hyvwu8R+B/hx4S+LOfB3hf4NyfDrxMPip8R/i+fFN1rra1ZyaDNaxk/pB4j+Bf8AwkH7U/wb/aX/AOEp+yf8Kk/Z/wD2lvgX/wAIV/Yn2j/hIP8Ahoj4i/sneP8A/hKf+Ej/ALXh/sr/AIQ//hl/+yf7E/sHUv8AhIP+E4+3/wBr6J/wjP2PxB8wfAr9iD4l/C/Wv2evDfjj46+AfiB+z7+xvPqk/wCyj8N/DvwAv/h78RfBgX4XeOPgN4Hg+JvxYufjb458O/ESD4efA74j+MPh9oq+Dvg/8H21MX9rrniB9SvLMw3ABL8XNQ+PXxu/a2+IX7O/wj/aU8cfsyaX8DP2Yvgn8cLrVvh/4B+B/jW7+Ivjb9oj4l/tJ+BvCOkeNh8bPhh8UUX4feDLf9mDWrrWNE8Ar8PPGGuy+MkEHxA05dPgEH55eGf23/2kPj9+yN+0f/wUT8LfHbxZ8IfCv7In7Ofwb+M3/DOfhf4dfBPXfh38YNRvP+Cef7PP/BQz4m2XxM1Xx58P/F3xbgg8R6B+0FZfC/wonwu+LvwvPhWTw7/bd9J4kuJpTdfobrH7Pn7X/iP4h+IPjx4B+NvwW+AXxZ8ZaV41+BvxCtfEX7Oet/Gvw/4p+Anww/aD+OfiT9kzxJ4Zh0r9pb4cX3hD4s+GPhh8U9Xv/EOt67rnjjwVr3ijxxrt7d/CLwvFbWnhPSPMp/8Agmb4i8K+CPHH7O/wW+N/gjwH+x/8bPhf8NPhL8e/hF4u+AV38QfiV4l8L+AvgD4D/ZW1lvht8YNL+M/w+8OfD6/8e/s9/C/wB4B12Xxd8Gvi3Bpc3h9dc8OW+lT3T2sYB9o/tmzpb/sh/tSGRZmEv7O3xsgXyLa4uSHm+GnidUaRbaKUwwgnMtxKEt4F+eaWNAWr6Vr5w/bG/wCTRP2qP+zcPjh/6rHxRX0fQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXheg/tJfB7xN8avE37PejeItYuPin4RstUvtZ0ufwJ8QNP8MkaFpvw91jXrDRviRqPha0+GvibXdB0z4rfD6917w34b8Xat4h0SDxNZPqumWgju/s/ulehmOUZrlEsJDNsszDK54/AYXNcDDMcFicFLG5ZjoOpgsxwkcTTpPEYDGU054XF0VPD4iCcqVSaTZEKlOpzOnOE1CcqcnCUZcs4u0oS5W7Ti9JRdmnukFFVb6+s9MsrzUtRuYbLT9Ptbi+vry5kWK3tLO0he4ubmeVyFjhghjeWWRiFREZmIANfnR4p/wCCo37N2keALz4s+GrT4l+NPg7pdlbv4h+N1h4C1XQfhF4Q1rWPBsXinwr4b8SeJvGb+GdQk13XtR1Lw14Hn0zwxoniO78LeO/E2m+FvGkfhvVYtRt7H2uGOB+L+M6lWnwtw7mud+xr4XC1quBwlSph6OMx8qkMuwVTFNRw8MfmdWlOhleBlVWMzPEx+q4ChiMRKNJ51sTh8Ok69anSupSSnJJuMbc8lH4nGCac5W5YLWTS1P0hqte3tnptnd6jqFzBZWFha3F7fXl1KkFtaWdrE89zc3E0hWOGCCGN5ZpXZUjjRnYhQTXwd4O/a91+6/Yp8YfHTxt4bsbH46/Cvw34l8IfEz4V6XbXmmta/tFeGyPD1h4D03SNZvbnVNOs/iJ4svfDF98P4dU1G7k1Lwn438J6rFqmo2epW+pXPmOp/sh/tf8Ax5+GuieFP2lv2s5fDd7oln/whmpaR8BdFk0LQ/ip4L1NJPCPxF8SfF69ceH7rU/HXxK+GOoeJNO0XQ/CVn4a+H3wd8X6/B4u0nSPHWs+GvD99ZfUYPw0jg8Xj/8AXfinJODctyribE8L4rEYinmeb43H4zAUqdbMK+Q4DJ8BjHmWAwlLFZZWq4+dfC4aeGzbA4nCSxkajprGWMcox+rUKmInUoxrxinCnGEZtqCqyqTjySk4zSilJ3pyjLltc2fE37VXxl+MPiv4WeKv2Pfhl8VvHXwf8GR6P8Q/i+nif4S+IvgjrHxp8L+Obm38J+F/Avwb1D9qLQ/g74b8QtpWg6x4k+NuseJ9H8V6PpKHwL4F8NDxLND46udMu/b/AIJaH8RfHHxx+Kn7QXxQ+F3jD4Pq3g7wT8GvhN4D8f6z8MNb8UWHhPR5tS8ceP8AxncTfCXx/wDE7wrYf8J74w8R6ToLWA8X3GoPp3wp0K+vNO0/7VEJ/raxsbPTLKz03T7aGysNPtbexsbO2jWK3tLO0hSC2toIkAWOGCGNIoo1AVERVAAAq1XJmfHOVf2Zi8j4Z4NyjJcFVy2rktHPMXXxuP40q5VXzfDZ1iKeaZtgquT5Fj8VXxVCphHjlwvh8ZTyPESyJYieBpUlF08LU541a+JqVZKaqOlFRhhlNU3Ti4U5KpVhGKaly+3cXVXtbc7ZzeheDfCPhe88R6h4a8L+HvD994x8QSeLPFt5oujadpd14n8US6Xp2iS+I9fnsreCXV9dl0bSNL0qTVr9ri+k0/TrK0ecwW0KJ8RfADXfGvwW/aC+JX7Mviv4ZHw/8NfiB42+OHxx/Z7+JNj4l0G8sPFFtq+v+B/iJ8V/C9/4Rsj/AGn4Uk0zxz8adWk8MXF5LJN4iXRPG0kulaLpuj6BqPin9Aa+YP2kf2bX/aEuvhRLD8R/E/w0j8BeLddvvE194LX7J4n8YfD3xZ4J8QeEvF/w60zxNHd2174KXxQ+o6LNf+LNIiuPEGm2Gk3MXhubQ/EF1pnifQ8ODs7y2dbOck4uxVP+weI8pq0MRmmNp5vj8Tkmb5Pl+Lq8L5xl9DLsVTq18XhcWo5KqGMpYvAvJ82zHDyo4acqGPwNYinNKnUw8X7WjUTUI+ziqlOpOKr05OasoyjepeLjL2kINOWsJeU+HNPh/a++Mnijxl4g1Aa3+zP8A/HS+D/hh4Mt/ss/hL4t/G3wPOknjj4r+KZY5LhPFnh74T+L/wDigPhz4euRFoum/Enwd418a31nrGp6Z4B1PQOA8Jf8Er/2eNH8JfEzSPEx1/xT4s+IHirx74k0vxnH4h8ZaLH8PJtV1jUx8KdW8DeD4PF914U0H4g/BjwbH4L8L+HPibpunWfi+6m8D6PqcN7pFpBp2i6V+iPhDwh4W+H/AIW8P+CPBHh/SPCnhDwrpNloXhvw3oNjb6bo+i6Pp0CW9lp+nWNqkcFtbW8KKiJGgzgsxZ2Zj0denV8WeLMoqYnL+Bc9zrhLhmCynDYDLsuxMcDiamFyKVapg8TmdbBKDr4/MsZXr5xn0IVHgswzSvF1KNTC5fldHCZrA0JpTxVKnXrPnlOc05RUqllJQUtoQilTpaKUILRqU5uX5TfBn4CfF748fs3/AB+vvjhZj4e/tC/FT4oaRrGiazrfh64mtvAvxJ/Zl8PfDv4bfDr4g6HpVwNM1C88I3fxZ+Dmp/F/wxLb3dv/AMJB4X8aLc6XqR0zWLa4fuNS/bj13U/Cfgj4aaL4Lm+Hv7aPxA8W6L8L7X4VfFbwR8T9M8F6H4tivLxPiV4+8Na5qmgeCrb43/Cb4e+GtA8XePtO1n4deIobPxvomk6Vpv8AwkXha61t77TP0hpCqsVJUEodyEgEqxVkLKT90lWZcjB2sw6Eg7YrxLy/OcdjMRxHwjhMwwFHN3nXC+S5fmDyvLOHqtPKsDk1DJq1KpgMxqZvwzPA5Lw5h8dlk6mCx1elklKOCzjLZ47MqmKUcHOnCMaOIlCTp+zr1Jw9pOqueVR1E1OCp1uapWcZpSgnVfNTmoQUfifVf2bfjT8XfEHhCH9p742/Dz4gfCvwfqq+LB8Lfgx8Ifif8A7Hxt4z0y60+48KyfFLV779qD4t/wDCfeAfD7w6hfy/DC+0qy8LeJNbl0m/8Ux6zZ6Hb6XN7V4R/Zu+B/gP4p+J/jR4O+HOheHfiP4w0260vXNd0sXdvbyQ6pf2eqeIbrTtBW5/4R7Q9W8YajpWh3njjW9E0rT9X8b3Ph3w3P4rvdXl0DSXtPb6K+Ux3HnFuPwzwEs5rYDLZYHEZdUynIcPg+G8mr4PF4mGLxlLE5Pw/hssyzEvGYijh6mLq18JUrYr6pgoYipUhg8LGjvHC4eD5vZqc1JTVSq5VqilGPLFqpWc5rlTailJKPNJpJylcpAqqWKqoLtucgAF2CqgZiOWYIqrk5O1VXoAAtFfI/rudAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfJP7bgCfAWK/IH/Eh+O37JPincRny/wDhE/2svgn4lMvfHljSi5PYKTX1tXyV+3X+7/ZN+MuoY40HRNG8Uk/3B4S8W+H/ABMZM9vK/snzM/w7M9q+ta+zx3/JvOF/+yz48/8AVH4cHPH/AHut/wBg+F/9OYsKKKK+MOgKKKKACiivy8/Yk+KHxPh1/wAL2HxJ8d6x448DftYeEvij+0d8FLvxPIb7U/BV9H8VNQ1fX/hZpmvO/nXvg1/ht8Qfhr4p+G2g6gs9/odppHxCsdLv5fCel6Jo3hz63I+EcXn2QcS53hMZhac+G/7Pby2qq/1vNIYrCZ1mOL+oSp050faZZleQ5lmuKhiZ0ISwGExU6VWWIp0sPiOeriI0qtGlKMmq3P76tywcZUoR57tO051YQja75pJNWba/UOvDf2mfiZr3wb/Z8+MnxQ8J2mkX/i/wV8O/E+teDbDX7e8u9CvvGUWmTxeErPWrTTr/AErULvSbrxFNpkGo2lhqmm3tzZyTQWmoWVxJHcxe5V8ffts3sV98KfCXw0tt114j+NHx2+Anw58P6LAUN5rFivxX8K+NviTJBG7IrW3hr4OeDviN4z1dmYBNG8N3+0PM0MUk8C4HDZlxpwrgsbh4YnLq3EGUvNKVVN0P7IpY2jWzaripXSp4KhltPFV8bXnKFPD4SnWr1Zwp05zi8VNww9eUW4yVKfI1v7RxapqK6yc3FRSu3JpJNs6T4Ufs43fhPxhp/wAXfiv8VPGnxu+Nlt4b8SeGovFGsSL4V8AeFNJ8Z6roGteKdD+GPwk0G4Phvwnol5eeFfDdta32vXXjb4hDSdEs7HWPiDrjzalc3/07RRXlZznmaZ/i44zNcTGvVp0lh8NSo4fC4HA4HCRq1a0MFluW4CjhsuyzA061evVp4HL8LhsJTqVqs6dGMqk3K6dKFKPLTjZN3bblKUpWS5pzk5TnKyScpylJpJN6IKKKK8k0CvAP2av+SdeI/wDsv/7WH/rU3xkr3+vAP2av+SdeI/8Asv8A+1h/61N8ZKAPf6KKKACiiigAooooAKKKKAPnD9sb/k0T9qj/ALNw+OH/AKrHxRX0fXzh+2N/yaJ+1R/2bh8cP/VY+KK+j6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnvFnizwz4E8M694z8Z67pfhjwn4X0q91zxF4h1u8h0/SdG0jTYHub7UNQvLhkht7a2gjeSR3YcDaoZiqn5S/a1/aV8d/s/638BdM+Hnwr1z4y6j8RPH2s2HivwN4Q0uXVPHFz4E03wzeae+peEVOqaXpemXmnfEnxR8MG17XvEsknhjRfBk3ie+1mXSbeMeINI+dfCmsfHD9ob9pnwt8B/2nfAXgnS7X9nZZv2kfF1l4D1PxBqvw48YyeMbTSNN/Zl0m/ttft7Z/EcngXxO/xzXUbrUYF0rVPH/wABfCfxI0rQ9Cm1Kw0Pwz+pcPeF+ZZhk+G4tzbF4DA8J/2VmvEGKqUs1yxZ5WynJMdicrxscDlWIxEK/wBYr51Sy/I8LVrUnQ+vZ7llSMcRRjjVhuKrjYQqSoU4zlX9pCkk4T9kqlSMZx5qiTVlTlKo0nflpTWj5ea18M/hV8dNV8E/Az9pP4deEfBdz8Vtd+M/7QHxx8U+AfjJ4t8YfB5ZvhR+0daeLn8LeEdS1zRvhd8WPEGieMvBnh20+BNvqOj6l4HEU83g7V7K6m0a6itYl9Wsf+CgXw7tfBV0vivwP8RrT9ojQdQ1/wAK+J/2VfCHhLxJ4o+LT+OfB2j6NrPiuDwNb6xoXg218afDG207X9E1jQ/jo66B8LNa8P65od9N4g0vUdRGjQ/fFedaf8Jfh5pfxT8SfGux8MWcHxP8W+DvDngHX/FYlu3u73wn4U1PWtX0bS0tpLh9Ps9l/r13JqF5Y2lvf6zFaaHa6xdX1r4c0GHTunEcecMcS4jMMTxtwtiMVLCSxmJ4WWQ5pXy6vRpYjPcfm1LhTNq2IlicE+GaKznMJxxmX5TQ4gg8Lg8DQx1HC1XPBzHC16KgsNXUeZRVf2sFNNqlCm69NK0lWfs4+7Ko6T5pTcXJe98SnxF8df28PhXqdt4N0jwV8GP2VvjHa3WkWfxE1nX/ABV4i+OvxQ+CeqXn9l67qXhnwFpmh+E/Dfwli+KPhaPVT4F8Y33xG8ea3Y+FfEujeK7rwZo+uKNHtvvfwl4J8HeAdDTwz4H8K+HvCHh2O/1bVU0Pw3o9houlDVNf1a817XdSNhp8FvbNqGta5qF/rOq3rRm51HVL27v7uWa6uJZX6dVVFVEVURVCqqgKqqowqqowAoAAAAAAGBxS18lxFxW83oRyjKctocOcKYTMMXmGW8PYOviMUoYjEwo4f67muZYuc8ZnGavCYbD0Z4uv7HCUZLEf2Tl2VYbFVcIdFKh7NupObrV5RjGdWSUdI3fLCEfdpw5m3yq8np7Sc5JSPkX4t/sj+HPif8Y/h38WrTxLf+FI9H8UeCtd+L/g2xsIbvw78crX4UajN4x+DR8TwPc262Hib4XfEm20TxH4f8Vww3t1caBBqvhHVLS8tJ/D994Y+uqKK8vNOIs5znB5Nl+Z4+pi8JkGDngMqpVIUovD4adTn5alWnThVxdSFOGHwdLEYypXxFHLcDluVUasMtyzL8LhrhSp05VJwioyqyUptN6yStom2opu8mopJzlObTnOcpFFFFeKaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV4L8Rv2lvhP8L/F0HgLxDc+Ptd8aS6BD4pufC/ws+DHxm+N2uaL4dvL+50zTNa8T6Z8GfAHj278J6dreoWGqWmgXfiWHSoNen0bWo9He9bR9SFt2YHLswzOu8NluBxmYYlU51Xh8Dhq2LrqlTtz1HSoQqT5IXXNPl5Y3V2ro78tyrNM4xDweUZbj81xapTrPC5dg8RjsQqNK3tKro4anVqezp80eefLyxurtXR71RXyt+z3+0br/wAYPEHjHwn48+E+s/BnxPpmj+HPiN4J8PeItRv7vWvFXwW8c3mu6d4M8Xa9pmp+GfC974I8crqHhnWLHx78L7qDV9R+H15Joltqmt3k2swpD9U1rmuVY7JcbVy7MqMaGLpQo1Jwp18PiqbhiKNPEUZ08RhKtfDVYzpVYS5qVWajJyhJqcJxjtnWSZlw9mNbKs2oQw+NoQw9WdOlicLjaTp4rD08TQqUsXga+JwleE6NaEuahXqRjJypzcasJwj8m/t6xu37D/7YMsQzPY/syfHPVbUdP9M0f4aeJdVsucEj/SrOH5gCV+8BkCvq+ORZY45UOUkRJFPqrqGU/iCK+a/20rb7b+x1+1lZ4z9r/Zo+O9tjrnz/AIW+KosY7534r3rwtc/bfDHhy8zn7XoOkXOfXz9Pt5c/jvr6LGe94ecPW/5ccZ8ZX/7msk4F5b/+Ecrd9ex4Uf8Ae6vnh8P/AOS1MT/8kbtFFFfGHQFeXfEv40/C74O3Pw9tfib4x0zwc3xT8d2Pwz8Dz6uLqOx1fxvqmk6zrWmaHNqMVvLYaQ+pWuhX1tYXmtXOn6fd6vJpuhQXcms6xpNje+o1+eHjLWfhh+0/+2anwHmstM8feG/2Z/hV8Tj+0H4X1/RL2XRtP8ZfHjw/8NNL+Fnh25t9X06PTPEFt4h+Fmq/Fe+ub3TJ72xtNp0s3P8AakOqWmn/AGPBPD+Ez7M8fPNqWbPh7IshzrP+IMZk8KXt8uweCwU6OW1atfE0a2Dw0Mw4jxWR5HQli1Tp4nH5tg8vpVqeKxmHkufE1pUoQVN0/bVatOlSjUvacpSTmkotSfJRVSq+W7jCnKbTjFo9h/aU+JHjPOnfs8fBSIt8dvjN4T8XS6H4lu45x4Y+DngfTP7M0HxP8Z/FtxC0Ul0fDF94n0i28FeDrCaPWPHfjG6sNMim0nw7Y+K/FPhvhf2hvhXdfCb9nH4Wav8AA7wfqfiHxF+xbceAPGnwv8E+HbG4vte8SeDPh74cm+Hnjz4f6Jp+nQT32o6v4u+B+t+N/DuhaZZ211Jd+KLnQZo7K7uba3iPhf8AwTDuNf8AHmm+P/iT4wvNZ1jXvhx4S+Cv7HVprniHULvVtU1hfgF4HHibxr4klvr65uru51HxB8QPizremeI9SupTqOr6n4NhfUHm+w2cg/VyvueKMRLwq4py3g7B08LmlDhHMMNmXEkpOrSocX5hmeApyx+X5jGnUdWjlNPIcfV4YWAVSU6EcTnuIU41s2r04ctBfXqE8TLmpyrwlCitHLDxhN8soXVnN1YKtzWtLlpK1oK/5afsv/8ABQvxL8R9C8K6r8ffhdpfwx8K6xqvhH4RN8Z9E8R3V34Fuv2jB4K8E6h468FeJfDOpaYL34T6FqHxA8Uap4D+FWr6p4y8b6d4n17w1feHde1zw34n1XwhpPir6H0p4/i1+2V4i1QOt14U/ZN8Bw+CrIAh7d/jn8cbHSfFnit5FUkJqvgP4NWHgGDT5yQ4sPjZ4itWjX77dpov7K/wo0T4I/E79n8WF3rHw++LWs/G3W/Ftnrx0++nnm+O3i/xX4w8S2UBttPsbZNO0K48VzaP4TR7aS+03Q9H0OK81DUdTtJtVurv7MnwMuv2fvhba+DNd8dal8UvHOra5rXjP4kfE3V9LtNF1Dx1448RTxyalrDaRZz3cWlabYWFtpfhvw7pb3+p3OmeGdC0bT7zVdUu7abULnfiXiHwylLjHPeB8uq8NZjipY3hfIsipvM6+HrZLm8qdPF8WUa2PqY6OAxGIyOhnWQZ3ktXGQpQqcSZdishwtDDYbHUMAqNHG2w9LEzVaEVGvVqvkTVSnrHDtQUXNKq6dWnVUW2qM41ZOUoOX0HRRRX4cemFFFFABXgH7NX/JOvEf8A2X/9rD/1qb4yV7/XgH7NX/JOvEf/AGX/APaw/wDWpvjJQB7/AEUUUAFfFPx4/aR+Jnww/ah/Yu+Cnh34Z2N38N/2hvjB4j+HHxD+KviPUGjWwlh/ZV/a/wDjz4b8M/DHR9Muzcaj4os9Z/ZktJviHrPiqOw0Tw74U8V+GdN8N6b4x1rxfquq/C/7Wr5g+PvwU8VfFT4rfsReOvD2oeH7PSP2a/2n/Fnxr8dW+s3Wo2+o6t4V179i/wDa7/Zzs9P8Jw2OlajbX3iCPxt8fvB2qXNrrF5oOnJ4V03xNfRarNq9npeh6yAfHyfte/tHtfz/ALQLah8BE/ZHT9uVP2IYvhm/w4+I4+PUupf8NgQ/sDP8UF+NEfxcl8CEf8NJtLOnw3k/Z+gj/wCFex/bW+Jn9pbTJ2Xwo8Z/t5f8NcWHwZ+IHx4/ZB+MPw68C+BJfHP7QQ+Fv7Gnxm+CXibwh/wmVnrml/BjwloXjzxX+3z8ftBPjTxXruj6r4x1nQ7n4c6qdH+G/hWWbWLnw5efEX4c6nqXIw/sj/tGi9uv2ep9D+AJ/ZIf9t9f22rT4pxfFL4kr8fYdXX9sm3/AOCgLfDqX4It8GT4BlMv7RqXOkt4/H7QqQp8ObhFX4dNq8Ihf7B/Zm+C/in4TRfHjxD8QdQ0DV/iF8c/2lvi/wDGDXNU8OXWo31k/g+41a0+HvwE0m5utV0vR7sa14Z/Zu+Hvwe8N+JrGKyfS9L8U6VrmnaLqWvaVb2niHVgD5B/bN/bO8W/Cj9pz4Yfs7eEv2rv2Hf2RLbXfg/q3xI8ReN/2zvB+p+PB408S+IfiDpHgb4T/Dn4XeH7L9rT9kiMaxqsehfFXV9amj1/x5qF3/YuiWVroOiq0l7qnLfFT9rb9rfwFoX7W3xQ0rxX+zHqfwu/4JweGPDUX7T9hqXwT+K9n4o+Pfi3wx+zJ8Mf2rvjnrPwc1uw/aJ1DT/2ffDtp8Lfip4cuPhz4a8V+GP2mr+416S40LXPGMsVq+tS+3eJLP8Aa08U+LPEHxV+Gv7LH7GVzrPi3TviN+z54ok+O/jb4i/D74p2vw7+Ffx6+M2g/D3xXd/EHw3+zt8TZ/jH8J/iX4H1DRvixoX7Pmp+Hvhbo/gPXfGHi9NL+M3xE07xnD4m035F8Pf8E6P2nPhb+z18V/2JvB2pfAv4rfAr9qb4DfCP4O/tBfHX4kfEn4oeBfjV4c1fw9+xh8G/2Ffi3428I/CjR/hR8TPDXxNuPGnwn+B3hLxT4WsNe+OHwrl8P+NdQ1iPWtS8RWZS9mAP05/bNube2/ZD/aka5nhtxN+zt8bLeIzypEJbif4aeJ0hgjMjKHmmchYoly8jHaik8V9K184ftjf8miftUf8AZuHxw/8AVY+KK+j6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio5poreGW4nkSGCCOSaaaVlSOKKJS8kkjsQqJGiszsxCqoJJAFfnjrn7a2u/F3/hW3hb9kD4d/FfWNQ+K2o+GJtO+Pfxa/ZZ+O+g/s+eBfCWoqfFN34l1yDxsPgV4h8cweIPAGj+JJ/BV34M1+HwnceIJPDdjrnjHTLvxH4Z0nxJ9Pw3wfn3FU8RPK8FNZbl7hLOc+xMKtHIchw86OKxKxOc5mqVSjg4PDYLG1qFD95jsf9VrUMtwmNxahh541sRSocqnJc87qnSTTq1WnFctOF05O8opvSMOZOcoxu16ppUcnjj9uXxbqVyc6Z+z3+zr4X8MeHlSVyknin9o7xvq/iLx8bqEBYxPpPhr4DfCsabK5llSDxNrCRi3jnk+0/Xu1QxcKAzBVLYG4qpYqpPUhS7lQTgFmIxuOfnf4D/CDx58OtX+L/jT4p/EHwj8R/iD8X/Gmg+I9R1XwL8NtY+FfhbRND8LfD3wl4E0HwxpfhnxB8T/i9q7+RJ4e1XxDe6nd+MpVutR8S3kVvpthb20Yl+ia34zxuBxGZ4HB5Tj6GY5Tk3D3D2UYPEYSjjsPg5YijlOFxOfTwtLMsJgccqOK4oxWeY/mxOEoTq1cVUrRpwpzhFLDxkoSlUg4VKlWrUkpOLlZzcaSk4SnC8aEaUPdk0lFK7abCiiivkTcKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorj/AIgePvCfwt8F+JPiF451X+xfCfhPS59X1vUVstR1S4jtodqJBYaRo9pf6zrWq31xJDYaRomjaff6zrWp3Nppek2F7qN3bW0utChWxNajhsNRq4jEYirToUKFGnKrWr1qs1TpUaVKClOpVqTlGFOnCLlOclGKbaRthsNiMZiKGEwlCtisViq1LDYbDYelOtiMRiK840qNChRpxlUq1q1SUadKlTjKdScowjFyaR2FFfBni74x/G34/azYeAv2U9L8WfCjT9JhsvFPxB+Ofx8+Bvxi+GsGkG1vp7rw18PfAvwv+Mfwu8GXnxUl8bX2jTaZ8R9U07XPDEHgPwLezXWj68/jPWtAXTuduPin+2Z4X8Q+FfjP8WPhzD4X+D2la8fhn4++BHwp0fWPjt8QH07V7Z7Nv2h9Ou/AfhnVfGXiLTrD4g2GiaX4Y+HfhXw6NXs/hB4j8QePvHNl/wAJTFF4U8GfXUuBs0nCEa+NyfAZlOlUqRyHH4/6vnzqShKWXYT+y3SliHjc5lTq08vwiTrU7YetmUcvw2ZZRXzD7uh4cZzUpQjicwyHLc2qUa1WPDWZZl9V4l9rKnOeU4L+x3QliXmGfzpV6WWYKKeIpcuFr5tDK8Jm+RYjNPqj4r/H7wL8I9S8NeGNUt/FPi74g+NYtTuPB3wx+HXhu/8AGPj3xDZaMkLavrEekWAS00Lwzpct1ZWmp+MfFuo+HvB+m6hqOmadf69bX2pWNvccn+zJ8PvFvh7w/wCMPiZ8UtMOk/GP47eLrr4h+O9GlvLTUZfBOlpbQaH8OPhZHfadfanpc0fw38AadomiatLol/c6FqvjaTxj4o013XxHLNLzX7MGkzeLvEfxv/aO1/w34o0XXPi34/uPDXgiPx/4M8ReA/Gmi/A/4Uwp4P8ABOiTeE/GmieH/GPhnSPEHiu18ffFO00zxBpGnajdN8QhqFxbLBJYJD9fVjm9ShkeHxXDmCpS+t1YYGHEWYVajdapi8PFYrEZLhqMIwp4bL8BmEqdLFwqyxdXHZjlOHx8a2GoqlgqXNntbDcOYXGcJZdQmsdWp5bDivNa9VvEVsdhYrG4vh7CUKcadPB5XlmaTo0MdSrTx1fMs1yPC5ksRhKEaOX0Pkj9oo/8K7+If7P/AO0Hbq8dp4Z8cQ/BD4jPEjEz/DP9oXV/D3hLT7icRg7l8O/Gqw+EGty3k6vFpPhxfF0we2iu7uavrevGv2iPhzdfFz4E/F34a6dcNZa14x+H3ijR/DeoxmMTaR4sl0q5l8J63btKrxLdaJ4ki0rVrV5FZEuLOJmUqCK1/gn8Rbb4v/Bz4UfFezha2tviX8N/BPj2K1ZHje0Xxb4b03XjZyRSASRS2jX7W8sUgEkckTI4DKRXNjP9t4aynF/FWyjG43JMQ1oqWBxL/tfJ1UX2qtbF1uI0ql2/Y4alSaiqUHLkx/8AwocIZHjvjxGRZhmHDuKlHSNHLsY3nuQqqre9WxGNr8WKNXmbeHwdGi4xjQg5ct+1Lbfbf2ZP2jLPGftfwI+Lttj18/4f+IYsfjvxXc/Cm5+2/C74bXmc/a/APg65z6+f4d06XP4781jfHi2+2/A74zWeM/a/hR8RLbHr5/hDWIsfjvxUH7Plz9t+AnwQvM5+1/CH4a3OfXz/AAZosufx313y9/w8o/8AUPxniPl9cyTC/wDpX1D/AMlPiv8AmLfnh1/5LUf/AMl+J69RRRXxh0BXyR+yki3mo/tT+JQAW8TftafExTNgbpV8EeHPAfwtVS/Vlt28BvbqCcIY2UAc1718UfiV4U+D/wAP/FXxL8bXc9n4a8I6XJqV/wDY7aS/1S/maSK00zQ9C0yDNzrHiPxDqtzY6F4b0SzWS+1vXdR0/SrGKW7vIY28u/ZT8CeMfAfwfgX4h2NppHjvx749+LXxl8WeH7K4W9i8Jap8avij4u+KSeBpNSR3h1e78Baf4rsfBV7rNqI7LV7vQJtRsoYrS5hjX7bLISwXAvE+YVP3SznNci4ewXO+V42nhZYnPc4WGTt7eOWVMJw+8fyX+rSzbLPa8v1ujzc03zYqhBa+zp1asv7rly0qd+zmpVeW+6hO3ws7X4NfBnwf8DPDGu+FPBZ1J9P8RfEn4o/FHUptWms57x/EPxX8f+IPiDrVqkljY6dANJ0a78QNoHhyB7d7u08N6TpFnqF9qd/Bc6ld+s0UV8tmOY47N8fjM0zPFVsbmGYYiri8Zi68uetiMTXm6lWrUl1lOcm7JKK2ilFJLeEI04xhCKjCEVGMVsopWSXogoooriKCiiigAooooAK8A/Zq/wCSdeI/+y//ALWH/rU3xkr3+vAP2av+SdeI/wDsv/7WH/rU3xkoA9/ooooAKKKKACiiigAooooA+cP2xv8Ak0T9qj/s3D44f+qx8UV9H184ftjf8miftUf9m4fHD/1WPiivo+gAooooAKKKKACiiigAooooAKKKKACisbxH4j8PeD/D+t+LPFuu6P4X8LeGtK1DXfEfiTxDqVno2g6DomlWst9qmsazq+ozW1hpml6dZQTXd9f3txBa2ltFJPPLHEjMPkKT9uX4aeNPEp8Hfsu6Nc/tna7Z6CNe8V337OXxJ+AmveC/hrbX2pLpPhuP4j+NPFXxc8KaXpN14ouodZuNJ0bw3H4u8UtpXhrXdVk8OLaQWbX30WScJ8RcRU8RiMpyuvXwGDv9fzbEToZfkeW+6pR/tTPsxq4TJss9o5U6dD6/jsP7evWoYej7SvXo06mNXEUaLUalRKcvgpq86s9be5SgpVJ21b5Iysk5OyTa+1q+SviP+2R8Nvh/8SNc+F2leFvid8X/ABN4H8OQ+JfizbfAvwnF8VdQ+Ddtq8drceDNP+IvhXw3qs/jmx1vx/YSX+q+EtF0Pwtr2qXejaRea3f2unaPNp1/e8LB8Uv2+dX8S3Ett+y38MfCfhzwZp1xN4h0PxN8a7DWZfi7da1qAm0SH4M+P/DmnNL4av8Awb4ds5R4wsfi78KfDeleIfGOt2ugeGfEtv4a0e58eah6z+yf4B8W+CPhKmp/EjSn0X4rfFPxf41+MnxP0ma80vUrrQfFXxJ8R33iC38F3Gp6Lc3uk6kvw28LzeHfhpZXum31/Y3GneD7OS1vr2FkupvrqXCuT8KYLGZvxdiMg4jmvqOAy/h3hjjrIcbivruZLFV62Ox+KyKvnDWDyrK8I6kZ4R1MIs5zfJcPisRXngc8yRYOvUryjTw6q0V7051q+FqxXLDlSjCNVU/eqTlb3rS9nTqSjFKdKqebeHP+CiP7KuqafpVz4p8fXHwt1Gfw7aa54q0v4l6BrPh2y+GWoyeIPFXhHVPBfxM8dxWd/wDDDwf458OeK/A/i3QNc8Naj44F7b3OiTXtuLnSLqw1G7+3I5ElRJYnSSKRFkjkjYOkiOAyOjqSrIykMrKSGBBBINeXeHvgj8KvCtx8W7nQ/Bek2jfHXxDdeKfivBILi8svGGs33hfSvB1/NfWF7PcWVtaahoej28eoaZp0Fnpt9qN1rGt3VpLrOva1f3/x78L/AI1RfsleFfFHwG/aFi8Q6FpXwM8CfEPxX8HPi14hvtFvfD3xq/Z++FljLr1lZ6ZrEfiLU9ef4p/Cb4fz6D4Z+IekeMtM0DWfFNzo954/8MJ4g0C41i70a8bw7wvxbHHVPDPL+I6eY4Ktga0+G85zLLczzHMsBjsNzZhXyGhhMDgcRWpcN5lB4XE4dVc3zHG5NiqHENWnl+Fy7OlhFGtWoOCxk6LhJSSrU4ThCE4tckarlKSTrQfMpWpwjUi6ScpTp836LUV+cvgTxH+3t8P/AAn4Z8X+JPB9t+01qXxk0Gx8S3/w+XW/hv8ACK7/AGZfiL4nRdVh8EXfieXS9EXxb+z14Xsr2Hw/qfiVdA8e/HnQdU0G61mDw/8AFO28WR6T4J1vGf7Vf7VvhTRdFaL/AIJ6/FLUvELaonhzxHdW3xe+DerfDw6/q058MeFrrwXq/grxB4y+K2r+CNU8d6j4dk13xh44+CPw0bwT8LJfEvxF8S6JZ33hpvB2oYT8K88q4/6jlOfeH+dqeJq4LD4nC+IPCOVrFYqg6lOvRpYDifNshzqHLiKNbDUKuIyuhQzGpGlWyurjsHi8DicTSx1JQ56lLFUvdUnGWExE+WLs03OjTq0tmm0qjcFdTUZRmo+xfti+Ndb8KfAXxdoHgyxbVfif8YEHwO+EemC7isIpviT8U7W98NaBqupXsgdrPw54OhuNQ8eeL7y1gvL+z8IeFteu9P0/UL6C3sp/evBHhaw8DeC/CHgnSlVNL8H+F9A8LaaigKqWHh/SrTSbNVAAAVbe0jAAAAAAwOlfN/gz4RfF7xt8VfC/xn/aSvvhtFdfDjTdVHwh+EXwwl8TeIPCvgDxX4os7vRvFHxB1zx/4rsfDF98QfGj+ErqfwX4Y1CH4d+BLHwt4f1zxrHBp2oXXi2a40/64ryeIq2ByzJMm4UwGMweY1sLicdnfEGYYCpUrYOpnGOjQweGyrC4r3aGYYTI8uwNOUcfhqfsKuaZvnVPCYnH5dSwONr3RU51KlecZQUlGnRhNJSVON5SqOO8JVZyd4yd1CnSbjCblFFFFFfEnSFFJuUMELKHZWZVyNxVSoZgvUqpdAxAwC6g4LDK0AFFNd0jRpJGVERWd3dgqIigszMzEBVUAlmJAABJOBXz54L/AGuP2U/iR4l0rwZ8PP2mv2ffHnjDXDdLovhPwZ8Zfh14o8Tas1hp91qt8NO0HRPEd9qt4bLTLG91C7FvaSG2srS5uZtkMEjr24XLcxx1HFYjBZfjcZQwNP2uNr4XC18RRwdLlqT9piqlKnOGHp8lKrPnqyhHlpVJXtCTXo4LKM2zGhjcVl+V5jj8Nl1L2+YYjBYLE4qhgKLhVqKtjatClUp4Wl7OhWn7SvKnDko1ZX5ac2voWikBBAIIIIBBByCDyCCOCCOQR1pa4jzgoorwT46/GTWPhcngDw94H8GW3xJ+KfxT8YJ4W8C+BbzxLJ4Q0+7tdL0298TeNvEuu+J4fD3ip/D/AIf8KeEtK1C7l1GTQb2C88RXfhnwxvtrvxJZ3CdmX4DFZpi6WBwVONTEVvaSiqlajh6UKdGlOvXr18TialHDYbDYehSq4jE4nEVaWHw9ClUrVqkKUJSXfleWY3OcdQy7L6UKuKxHtZQVWvh8JQp0sPRqYnE4jE4vF1aGEweEwuGo1sTi8Zi69HC4XDUauIxFWnRpznH3uivh7xH+1L8dtHu7PwvY/sNfHK/8czKdXeM+KvhJP8N77wpopa48Y6honxM0Lxrr1pF4jtbQ2Wm+DPBXjjQvAmv+OPE2uaXb2cFh4X07xj4u8K+1+G/2nPgH4n8OeHvE9v8AFbwTo1l4l8P+I/E1jYeLtf03wfr9ppfgvWYfDXjk614e8S3Omazol14E8Tzp4Y8bWeqWdrceFvEayaLrKWd/G0A9bFcKZ9hKFDEvB08XQxE3Tp1Mqx2X51Dm9nVqQ9o8oxWOVGNaGHxbw8q3s44h4HHqg6jwOLVH3MbwTxNgsPh8W8vp47D4qo6VKtkmY5XxDDm9lWrQdV5Fjcx+rwr08LjZYWpX9lDF/wBnZnHDSqyy3HrD+7UV8f3H7bPwm1karB8HPDnxd/aOvtNEYgn+Bnwt8VeJ/AesyzaJpmvpBonxz1q08Nfs+alOmnazphubW3+K73ltdXJsJrZb63uraE+Hv7fP7IHxJ1Gw0DSfjv4F8O+L9U1fSPD2meBPiRqQ+F3jzVvEWszQadBoGheD/iCvhzXvEerWniOS68FarbeHbLVRpfjzR9f8E3rw+JtC1TTLXSXBfF0KFTEy4azv2VCEamItluKlVwtGpFTo4jF4eNJ4jCYbER5nhcTiaVKhivZ11h6lV0Kyp6z8PuOqeFq4yXCPESo4eEKuKtlGNlWwVCrFTw+Jx2FjReJwOExced4LF4ujRw2N9jiFhKtZ4bEKl9gUUUV8yfHhRRRQAUUVVvb2y020uL/Ubu1sLGzhe4u729uIrW0tYIlLST3FzO8cMEMags8krqiKCWYCmk5NRinKUmlGKTbbbskktW29Elq2OMZSlGMYuUpNRjGKblKTdlGKV2220kkrt6ItUV8Vax+3x+zzeeIbr4efBvxTbftFfFx7y00fQ/h38Gr3T/Ey6trt5Z+IL6azu/Hi3Mfw70Cx8M2nhu9vviBqeq+J4l8C2V3oK63apqnizwhpXiDgLXwD+0V8B9J0z9ozW/G/jn4t+Nb1tQ1v9qD4J6d4o17xf4In8K6rdyagIv2cPCupQ2dp4c1/4D6c8Wn+HNP8NaH4dvPjh4X03W4vGWn6r8SdZ8Oaxpn2FHgvMqcIxzmT4exuNVKOSZdnFCrg8Xm9avTqVqM40q/sqmDy2uqX1Whm+JprAVcxxOEw6qRw6zHG5b95Q8Ps3pQjDP5f6q5jmCow4dyrP8PWwGOz2viKVWvQnGhiVRq4DKcQqP1LDZ5i6Sy2tm2KwWEVWOFjm2YZR+ilFfB2g/tr6h8ZrjXrP9lH4GeMvjjpunG7OjfF7Wdd0L4bfs5eKLe1WOyN54c+Ktx/wk+q+JQnie38R+ErzTvCvgTX9X0fWPCWsT6/Y6Pot/4Y1fX9LTvC/wAbv2mdd1G9+MGk/F/9mP4O6DDoVrofwh8PfEnw94T+KfxC8ULZ/wBpa74s8X/F79nr4meJNZ0LwFpd3eWOjeEfCfgnx14O1/WNQ0bW9X8di40W/wBJ8ORxPg7MMvdWfEOIwOQ0sNTjVxeGxWPy6rn9PmdJQw1PhqnjY5wsdV9rH2dDGUMDRppSnjcVg6EKlaEVOAc0yt1p8VYrLeGaWDpRrY7B4zM8qr8TUueVFU8JT4RpZjHPlmVb20fZ4bH4XLsPSSnVzDGYDDU6mIh6741/a0/ZW+GvifVfBPxG/aY/Z+8AeM9DazXWvCPjb4y/Drwp4n0htQ0+01awGp6Dr3iOw1WxN7pd/Y6jafarSL7TY3ltdw74J45G9L8DfE34b/E/wtH44+GvxA8E/EHwVLLfwReL/BHirQ/FfheWbS5Xg1KKPX9Cvr/SnfT5o5I7xVuybZ0ZZghBrk/gd8EvDPwF8HX3g7wzrXjLxPHqnivxJ4v1XxN8QvEd14w8a6zqXiC+8yEa94q1BBqviB9C0S30bwppeqa3NqGvXGg+H9KOu6trOrreareedfFj9kT4c/FPXdY8QQeIPHvwyvPHFtbaJ8Y7f4W63p3hzTPjp4NhWO3uPCHxS02/0TWrTUor3TI20B/Gfh+Pw38ULDw1cXnhzR/Hem6Ldz2LqVDgqriZYKli88wdKlKEY57iI4bG4bGKnyqvP+w6OEwmLy+OJXtKmETzTMZ0ZqjhsTFwrVcbhZlh/D6ti5ZfSx/EeAo0ZwjHiXEwwmYYTHqlyRxFRcOYfBYHHZXDFr21bAp51mtShNYfCYuDhXr5hgvKvFf7cPhP4iabY+Af2SLif4q/HD4hrqln4Gjn8O32j+FvCXhu3kjsL39oXxUfHNz4F/4Sr4G+GZr7S7+01zwBd+I3+Isup6FpPgb+1hrP2+z7PSv2XvHmv+LPBeofH74/a18efBPwyvNM8T+B/Bep+AvC3gRdT+I2mXMdzpnjv4qT+C5bHw/8QbzwfcWttqXw80a08JeE9A8N6/JN4n1PTfEfiTTfCureHPr+y0+w0y0srDTrK0sLHTbSHT9OsrK2htbSwsLaKKG3srO3gSOG1tIIYYYobaBEhiiiijRFWNALdOrxNh8BS+q8LZasnpSWK9tmGP8A7OzjiGtLE3pfuc5eU4KpldKlhf3NKnlNHBVeatiqmIxWK9rSjh6rcYYXLaP1PgzKI5DQlHGLEZpmbyrP+Ka8sXzUf3GfvJMvq5NRoYK1CjRyPD5fWc6+Nq4rGYz21COFKKKK+RPhQooooAK+S/2MLu10r9mXwrpd1cRW1n8Nde+MXwyupZXVIbG3+DXxg+IPw1mSVzhYorGHweY33bVjjh5AUV9aV+RfiX4k6RoXws/a4/Zc8N+JY0+N/wAR/wBon4x/Db4feC9AEmr+OrO1/aO1Lwr4x1b4jw+HdNhv9R0/wp4FsfjjqHjTXfGGp2dv4Y0eHTZZdS1CJ3jhl+34Wyqtn+XZjkuHU1Uq51wzjsRWjTnUjhMuoPN8txuOrKCbhhsG85w9fEVpWp0aMJzqOMU5L9F4MyXEcUZVm3D2EVRVa/EPB+ZYqvClOtDA5Thnn2UZhmWIjTjJ08Jl8s/wuJxeIny0aFCFSpVnCCcl+htz428I/GL9n3UPH/gLVl1/wV8R/hLqfiPwtrC2l9YHU9B8S+FLm8025k0/VLay1TTp5bW6j+0afqdlZ6jYz+ZaX1pbXUMsKZH7KFz9t/Za/ZqvM5+1/AH4OXOfXz/h34clz367/U15d+yZottonwQ+JnwrskaPTvhr8a/2mPh9olkx3f2Z4Un+KXjLxL4I0WLgH7Lo3gnxV4d0qwDZb7BaW25nJLt4n/wR3+KPi34rf8E/PgfqfjjUv7V8QeF7XXfAsd0bLT9PaLwp4b1m6j+G+mtBplpZW0n9j/DS58H6Sl9LC+oapFZR6pq13qGq3l7f3P1OP4YlQ8P/ABBxmX1lVyjhbxP4Ry2n9Zm3mFbBcR5Nx9PKsa4U6MaE6csPw9BYypzUXGvi8IqNGcKlR0fi+KsBhMl4yzXJ8DPEVcBh8Tm9PLK+J5JVq+W4fG0P7Pr4iVKNOm6+IwVfD15OnShTk5TcYwjyxP07ooor8fPOPkH9pC0ttd+Mn7D3hi/j+2aXJ+0V4q8Y6jpczO1hfyeA/wBmz46av4bn1Cz3fZ70eH/HFx4T8V6R9pjlGneJdB0PWLURX+m2k8X19XyV8W/9L/av/ZA07r9i0z9ozxZt9P7L8GeE/C/m4/2f+E48vPbzsfxc/WtfacUSksh8OKabVP8A1RzGtyJtQ9tU4/42pVK3L8PtZ0sPh6U6lueVOhRhJuNKCjzUP4uMdtfrEFfyWFwzSXknJu2123u2FFFFfFnSFFFFABRRRQAUUV4N8c/jDrXwzXwB4a8B+ENM+IfxY+K3jBPCfgHwXrXim/8ABWgzxabpt54l8Z+KfFXi7S/CHj7UPDPhTwh4U0rUL681W38Ha691rtz4b8MQWo1DxJYuvZgMBiszxdLA4KnGpiK3tHFVK1HD0oU6NKdevXr4nE1KWGw2Gw9ClVxGJxOIq0sPh6FKpWr1KdKnOa78syzG5xjqGXZfSjVxVf2soxqV8PhaNOlh6NTE4nEYnF4urQwmDwmFw1GtisXjMVXo4XC4ajVxGIq0qNOc4+814B+zV/yTrxH/ANl//aw/9am+MleKaD+294c8KfELxD8HP2n9L8L/AAQ+KGk6tozaenhTxJ4++LHwsvvBfiPR/Dkvh/xrr3xcvvg38MtE+Hdjqfi7WdR8AWqfEXTPC+n6l4q0dtN8Pazrt3d/Zrb2r9mghvhz4iZSCp+P37WBBBBBB/am+MhBBHBBHII4IrrzbIM4yKWGWa4CthYY2hTxOBxN4V8Dj8NUp06sa+X4/DzrYLH0eStT5quExFaEJy9nOUailFd2ecM59w3PCRzrLa+Cp5hhqeMy3F3p4jLszwlWlRrwxOV5nhZ18uzLD+zr0uetgcViKdOcvZVJRqxlBfQFFFFeQeEFfFPx4/aR+Jnww/ah/Yu+Cnh34Z2N38N/2hvjB4j+HHxD+KviPUGjWwlh/ZV/a/8Ajz4b8M/DHR9Muzcaj4os9Z/ZktJviHrPiqOw0Tw74U8V+GdN8N6b4x1rxfquq/C/7Wr5g+PvwU8VfFT4rfsReOvD2oeH7PSP2a/2n/Fnxr8dW+s3Wo2+o6t4V179i/8Aa7/Zzs9P8Jw2OlajbX3iCPxt8fvB2qXNrrF5oOnJ4V03xNfRarNq9npeh6yAfHyfte/tHtfz/tAtqHwET9kdP25U/Yhi+Gb/AA4+I4+PUupf8NgQ/sDP8UF+NEfxcl8CEf8ADSbSzp8N5P2foI/+Fex/bW+Jn9pbTJifsIftkfFT9sHx3L4jtf2yf+CfniTwbb638TfEGufsifCr4VeI9X/ar8A/CdvFXjHw/wDBS88e/E5f24fEln4e17UNGX4f+L/Fmqa5+ydoNjrAv9U8L6Z4d8J3eo2GtaTvw/sj/tGi9uv2ep9D+AJ/ZIf9t9f22rT4pxfFL4kr8fYdXX9sm3/4KAt8Opfgi3wZPgGUy/tGpc6S3j8ftCpCnw5uEVfh02rwiF9n4efs0/tMT/Ef9kbTvHHw+/Y4+B3wX/Yq8a+L/F/g6b9lrWfH9nJ8WbTX/gB8Y/gLZeB7P4Cav8J/BfhX9mj4cRv8WofiZe+DdK+NP7Q8X/CR+BPCOjxanI1gnidAD0r4yfFj9qTxV+0Z4p/Z4/ZW174A+DdX+EfwB+HHx6+Imr/Hj4Z/EP4nweMW+NPjr40eB/hX8PfC0PgL4yfBs+AVvbr9nr4l3Xif4h6k3xMOjxzaAlp8OtRLTm4+MLL/AIKQ/Hv4sfAf4yftufBdvgP4Z/Zg/Zf+CXwj+M3xZ+HXxE+HvxK8XfFf4l2Hi39j74Pft0fETT/A3xR8PfFXwP4e+FreFPgb8cvBdj4Vl1v4KfFxvFPjKDUodSTw3ZEJa/SF/wCGP2zX+Nnjj9p74G/Bv4AQ+KPif4K1D9mDx54J+Pnxs+Kvw9fQ/CX7Kv7Sn7T/APwzp8bvCWreEP2cfiM/jK2+JXg34zeKfiB4i+GOoaH4FtrSLxH4a0nQPjD4i0zTf+Ep1b5z03/gnF8ePhJ8B/jJ+w98HLP4DeK/2W/2n/gh8K/gt8V/ib8Qfib8SvBXxj+HFl4Z/Y2+D37CXj/V/Bfwt8P/AAf+IHhP4ovrnwT+BngjWfCVprHxl+EP9heMp9WXVrnW7BoriQA/S/8AbNube2/ZD/aka5nhtxN+zt8bLeIzypEJbif4aeJ0hgjMjKHmmchYoly8jHaik8V9K184ftjf8miftUf9m4fHD/1WPiivo+gAooooAKKKKACiiigAooooAK+Rvjj41+LHif4oeBv2dPgZ4u0j4da94j8G+IviZ8UfivfeE7TxzqPw/wDhppup6Z4T0ax8EaHqWr2Hh+3+Jvj7xFrF/N4I8Q+MNK8Z+DNEsfAHi+91zwP4qK2elzch+1H8W7Lx1b6l+yX8Htc8Rax8Z/iVqHhzwR40v/h7Y+K7qH4G/DjxPfwS/ETxp49+IvhfTrrQPhN4li+F9v4ruvhnYeJvEHh7xP4p8XSeH4PC1rcea99a/Q3wl/Z4+AfwDh1WH4IfBX4VfCFdft9ItfEMnw28AeFvBdz4ji0Bb5NF/wCEju/D2l6fda/Npg1PU2s7jWJr24hk1G/lWUSXty8v6RluXYPg7LMFxPn+FrVM+zKhj6vCfDWaZFg8XltfDTwuFo4LivOYZrilGtlXtcdisRkGFeSZrl+d5hklenjpRy6FSGJ45zliJyo0pJUoOCr1oVZRmpKTcqFN01pO0UqsvawlShVi4pza5fGl/Yt8I+I786t8a/jJ+0j+0Jfpqvh3Uba0+IPxe1LwP4F+y+FdRtNa0bQ9a+C37Oun/A34D+NdJTXLU6pqH/Ce/C/xTqWuGUabrmo6jotpp+m2f2NgZJwMkAE45IGSAT1IBJIHbJx1NLRXyec8S57xB9Wjm+ZV8Vh8CqkcuwEVTwuVZXTqwoQq0spyjB08PlmVUascLh/a0cuwmGpVHRpynCUopm9OjSpc3s4KLlbnnrKpNq9nUqSbnUau7OcpNXeoUUV5H8TP2gPgP8FrnSLP4x/Gz4SfCa61+G9uNCt/iX8R/B3gSbWoNOa1TUJdKj8U6zpT6hHZPfWa3bWgmFu11biUr5qbvMweCxmYYiGEwGExOOxVRTdPDYOhVxOIqKnCVSbhRownUkoQjKc3GL5YRlJ2SbPRwOX4/NMVTwWWYHGZjjaqm6WEwOGrYvFVVThKpUdPD4eFSrNU6cJVJuMHywjKcrRi2vXK8v8Aix8F/hh8ctC0bw18VvCGm+MtF8PeL/DfjvRbPUWuov7P8UeFL4X2k6hBPZXFrciORWutK1jT2mbTfEPh3U9Z8M69aajoGs6ppt2vgv42/Br4kahBpXw8+LPw18d6pdeG7Hxja6d4O8c+GfE17c+EtUu7ux07xPb2ujanezT6Be3the2dtq8SNYTXVrPAk5liZR6fXVRq5zw9mNDE0KmZ5Hm+CqQxGGxFKWKy3McJUSfJWoVYujiaE7N8tSEouzdna5njsvxWCqzweZ4HEYStyp1MLjsNUoVeSWsXOhiIQnyytdOUbO2gUUUV5hzhRRXn/wATvil4E+Dng7UvHvxG1+Hw94a0x7O3e4+yX+qajqOpaneQabo+heH9B0e11DXfEviTXdUu7TStB8OeH9N1LXNb1S7tdO0uwu7y4ihfbDYbEYzEUcJhKFbFYrE1adDD4bD0p1q9etVkoUqNGjTjKpVq1JyUIU4RlOcmoxTbSOjCYTFY/FYfA4HDYjGY3F1qeGwuEwtGpiMTicRWmqdGhh6FKM6tatVnKMKdOnGU5zajGLbSOm1TxJ4e0O+8PaZrWu6PpOo+LdWm0DwrYalqVnY3niTXLfRdX8ST6NoNtczRTavqkPh7QNc12WwsEnuo9I0bVNReIWlhdTRY/wAQvH/hT4WeCfE3xD8capHo3hXwlpVxq+sX7xyzyrBAAsVpY2dusl3qWq6ldSQabo+k2MU+o6vqt3Z6Zp1vcX13bwSfnpPpGj/t6fGTxB4x8GfFfxJ4Y8B/swP4L0v4SeJPB2iWdlrGl/tDazNovxC8f674l0nx7oV79pm8N+A4fA3w7fwfrHh7TZLbRfiF8VNN1Uf2hq2k3Wg+vQ/Bf9pDxr8Vvhmnx88XfBr4g/Bz4T67ffE/RNT8F+HfGXw98VeK/iRZaWNA+H+k+Ofhnqmt+PvCeoab4EfUde+IUHjGw8f2cV548g8HT6b8MPDsvhS21yf7efCuU5fPBQznO4YLHYbAf2hxDkNehjMJmlJTof2jg8DltatgpYGpi8dgK+Aws6eIrRxOAzGviHUwlfDYWpI/RanBWSZXUy+nn/EVPLsxweWrNOKuGsThsdgc5oqphnm2Ay7KMRiMvll1XHZjlmIy3B1KOKrQxWWZriMT7XBYnCYOpI4XwL+zN8QfiHdJ+0/4j8U+MvgV+074n8VeKvEOgG4udP8AiFB4B+Dmu2NtoXhP4AeLfB+uzXnhcaC2g6H4U8bfETQfA174duY/jFDqWq6V4zujbf2lqHpEXxB/bl0CIeFda/Z1+Dvj/wARz6XcxaJ8UfBPxyvvC/w0utS0+4ltW1X4j+D/ABf4Bfx/8N01qGXTtV0vwv4Af4/rABrWl6l4wtGsNN1HWftGiuPE8ZV8fVbzTJskzXC0UqWV4PGUcfTjk2DpyqPDZdgMbl2YYDNJ5dhITdPD4HHY7GYWmk6ipe3qVas/PxnH2KzOs3nPD/DmdYOglSyfL8fh8ypQyDAUpVXhMqy3MMqzTLM6qZVgqdV0sLl2ZZnmGEppOqqP1mpWr1Pzum+Hn7dnxt0P4hfCr4zePPgZ8Mvh7cS23gLxD4k+Gvwu8b3XjD4y+CNaY6n4y174b6zP+0MzfAwXvg/WofhhbjxR4f8AiJ4isPF+i+LPG2m+Ro974Vtk+s/iT8BfhB8Xfh5p/wAKPiH4E0bxH8OtKuvDV1YeEZluLPSLZfCU1u+jWCQ6dPZsdH+yW50XU9FZ20nXPDd5qfhnWrO/0HVdR0669eorixvFWa4qtgq2F+qZGstxLx2Ap8P4Wlk8cLmE6WFp18fTq4RQxTxVaeEp1lOeInHCSlOjl8MJhFTw0ODMONc6xmIy7EYL6lw4spxbzHLaPC+Co5DHB5pUoYKliMzpVsCqeMeNxFTA0sRGpUxVSGBnKdDK6eBwKp4Sn+dOnfFPQ/2CdM134T/FW5uv+FM6RoPi3xT+y94ktbYz3V/4f0Gyv/ENx+y2tnbxgz/EDwPYxNY/BnTbaM3Hjv4bQWOkWEN14h8B+Jbm/wCw0X9ufwpo2naf4e+OPww+MHwq+PDafcXuo/Azw58MPiR8cfEepWtjayT3fif4e6n8IfBnie28dfDsSrBZzeNYLbSrXw3qWpaRofj+y8Ga/qdppUv2N4k8J+F/GNnZ6d4t8OaF4nsNO1rRPElhZeINJsdYtLHxD4Z1S21vw7rtpb6hBcRW2r6FrFlaappGowol3p1/bQXdpNFPEjjeKqWDlVLqrKrkDcquVLqGxkKxRCwBwxRSQSox6VfP+G8xprE5vw7jMXnOLqVK+b5jgs5WWyxGKpwUaOIwlKeX4/C0VmEqlXE57Sr4PE1sTjoUcRlmMyuhUxOCqetieJ+Es1pLFZ7wpmGNz/HVauJzzNsv4gWUzxWNpU1DD4rBUamV5ngsPHNJ1a+L4lo4nAYuvi8yp0MVk+YZLhquLy+r8B+Ifhr+1T+0pa6b4t8QeP7v9k3RdFin8VfCv4ZeELjXdX+Itr4+tVtZPBniH9orxR4X8e6H4P8AGPhGzVtRHiv9m/RdP1TwnqpvIE1r4n69PY20Wn+n/Bv4RfE2L4s+PPjj+0A/w71X4i3Gg6H8Mfhq/wAPLvxReeHfDHwx06KDXfEd3p+neLbSC58J+IviN44uprzxjpun3evJc6R4O+H9pd+KNaGi20dj9X0Vx4ni/Ma2CxGW0MLleAwFShUweGoYHA06NbA4KviKGJxGEoZg3LMcRDFTw1KOKqZji8biK9P2sJ1uWvXVThxfHebYjL8VlGHweTZZllXDVcBhMPl2W0qGIy3L8Ri8NjMXgsNmjc82xNPG1MJQhjaua47McViaKq0qlflxOJVUr5Z0H9jL9nfSPiJ8R/ihqnw68N+N/FnxF8d6Z8QTd+PfD/hzxVF4J1jS9JvbKG3+H6alozy+GrKfWtf8b+M7qSKafUp/FnxB8X3zagLS9s7Cw+pqK8bA5tmmVwxlPLswxeBhmFCOFxqwtepQ+s4eFeliYUqrpyi5QjXo06iV07xcb8spxl89lueZzk9PH0spzTHZbTzTDQweYRwWJq4b63hqeJo4unRrOlKMpQjiMPSqpXTvFxvyTnGXP+GfCfhbwVpbaJ4P8OaF4V0Z9T1nWm0nw7pNjoumtq/iPVr3X9f1Q2OnQW1sb/W9c1HUNX1W78rz7/Ur26vbp5bieWRue+KPwz8MfF34c+Nfhh4rhuB4e8c+H9S0DUptNmax1Sx+3xyG31jR7+HE2na7o2oNFrWiapAVudN1m1tdRt3W4hRx6DRWFPG4ujjKeYU8TXjjqWJhjKeLVWbxEcVTqqtDEe1bc3WjWSqKo25c65r31OajmOPoY+lmlLGYmGY0cXTx9PHKtN4qONpVliKeLVeUnUeIhXiqqquTn7Rc176n59eEdT/4KNap4b1GW60j4EeD9W+G2m6T4WTw/wDETw5qvifU/wBpTxL4WilPiX4h+GviF8PPjRa6T8D/AAP8TEFjb+ELHxd8MfHXjDwrfvq2o+JvDDWcNhpl1PYeKv2zv2kPD19rfgKy0X9jbQdN1ue20i2+K/gu5+Ifxh8T6z4Thij1LTfEPhr7fongvwd8Pr/x7a6h4cudY0PVfHerePPh7p8/iXwNr3hNvFPh7xDp339RX1M+MISnVxEOFuE6GMVaFTA1aWUxqYbAU3GP1ql/Z2Lq4rBZn9YqQVSnUzmlmMsF7bE08IqVOWEjgvtZ8e0pVK2Lp8F8EYfHqvTq5bWpZHGrg8spSjH65QeU46tjMuzj61VpqrSq5/RzWWA9vi6WCVKlLAwy/wCKE/a28VeGPDZ034ofsy/tB6X8Z7e0aytvBHw7+Gfir4q+BPG3ieOZdPg/4Q74z+DNM1X4c+HPCeuajJbzabrvxo1v4V3WkaReJe+LdM0JrLUo7a3F8Qf22/Fklv4Z0z9nr4VfCDVV06GXxD8TfHvxfk+J3gTTLu9YiBfh/wCCPAugeFvGfxMuNPFvdf29p3jXVfgHa2v2nSn0bX/ESzX62H2ZRXK89yampVMLwhlMcVVnOtKpjcbnONw2Eqvl9lHLMEsfh6McLRac/q2dPPnWm+WtVqYdOg+J8S8P0eerguBMjjjK1SpXlUzDMM/zHCYGu1FUYZRl6zPCUI4Kg06n1TiF8SuvUly4ivVwqeFfxpqH7NXxq8ZXOma/49/bQ+M2k+J9GuDqGj2fwL8K/Cr4W/DjRtWdfs0t9D4M8X+EPjBrniu3l0u41XSToPxV8dfEfwvFFqS6zZ6FaeK9I0LxDpjLf9km98eeJI9c/ak+KWo/tG6R4cuNN/4QD4eX2gHwB8KrJNOf7cPEPxJ+GXh7X7rwV8YPHsurmC9tta8YaO/hbw0dF0G78D+BvCmuQ6trOsfZ1FC4z4ghBxoYjA4Kapyo0sTluSZHleNwlKpLnq08Bj8uy3C43L4Vm5qvDA4jDxrxr4mFZThisRGql4gcUQg44bFZbl1RUp0KGLyjh3hzJswwNGrNTrUsszPKspweYZXTxDdRYmGXYrDRxMMRjKddVIYzFRrczF4L8HwazoniKDwr4ch1/wANaHqnhjw7rUOi6bFqug+G9bm0S51jQNGv0tlutM0bVLjw14em1DTLOWGyvJdD0l54ZG0+0MXTUUV81Uq1avJ7WpUqezi4Q9pOU+SDnOq4w5m+WLqVKlRxVk5znNrmlJv5GrWrVuT21arV9nFwp+1qTqezhKpUrShDmb5IutVq1XGNk6lSpNrmnJtqqqKFRVRR0VQFUZOTgAADkk8d6dRRWZkFFFFABRRRQAUUUUAFFFFABXNaT4L8H6Dr3ifxTofhTw5o/ibxtc6fe+MvEWl6Jpthrviy80jS7TQ9KuvEmrWttFf65PpmjafY6Tp8up3Fy9np1nbWVu0dvDHGvS0VpCrVpxqwp1KkIV4KlWjCcoxrU1Up1lTqxi0qkFWpUqqhNOKqU6c0uaEWtadatSjWhSrVacMRTVHEQp1JwjXoqrSrqlWjFpVaar0aNZU5qUVVo0qiXPTg18o/AAHS/jB+2j4VkK+UPjx4R8b6ZCBtMej+OP2dfgrDcEjcdwuPF/hrxjP5gCBjIyYLxu7cR+xX4C8J/BrUv2o/gV4D0keH/Anwm+Ong3Q/AGgC91DURpXga/8A2VP2bdR0m1/tDV7u/wBWv/s2qSa/Yvf6pfX2o30tlLeX17dXc88zdz4S/wCJN+2l8b9O+5b+Nf2ef2e/FlonTzdX8MeOv2gPC3iWbHRtulXvgKHI+ZduHJVogtb4Yf8AEr/bC/aw0L7o1n4d/svfE4L0EjeIYfjT8N3mA7kr8HooWI5AhQHjbn9YWKxMsp8QMIsRX/s/FeHfh9m1TCxq1FhcTmeX5pwDltHH1aCkqVXF4SGaZ5haVecZVKMcdj4QlFYitz+7xxGMs8yfEpJuvw7whJVrK9SUuCMrhjHzbtyx2Gqqs/tV6UnK7jc+taKKK/Iz50+SfGJN/wDty/s+2qANFoH7MP7VutXnPMN1rHxM/ZF0fRTjBH7+2tfEw3EqR9nIXcGbb9bV8kaYy6r+3d41UMrnwH+yV8MsjIJgPxX+MPxaOMdU+0j4NKT03i2Q87RX1vX2fGH7ihwblklaeWcGZbz33/4Xcwzbi6k364fiKi4/3OX1fPh9XiJ9J4idv+4UKdB2/wC3qLv53CiiivjDoCiiigArmvFvjLwl4C0V/EfjfxNoPhHQI77SdLfWfEmq2WjaYNT17VLTRND04XuoTW9u1/rOs6hY6TpVmrm51DUr21sbSOa5uIon1tV1TTtD0zUda1i+tdM0jSLC81TVNSvpktrLT9O0+3ku76+vLiUrHBa2ltDLPcTSMqRRRu7kKpNfnb42sPD3/BQDXvhX4Y1P4SfFG4/ZVsNJ8eeP/Fnif4g6Hq3wq0b4jarrvgWfwH8N9G8O6DqmseHvixKo034heK/H2neI5vCmhWOg6x4U8Ma1pWsx68mjyQ/RcPZLSzLESxOZ1MTguH8D7Srm2Z0KdCU6UKWGxGKhgcH9br4XDVs1zBYaWGy7CSrxlVrzjNxdKnUa+r4W4eo5vipYzN6mLy/hbLfa1s8zfDUsNKdGnRweKxtPLsB9exODweIzvNVhJ4TKcDPExnXxNSM3B0aVWUet0L9sfxz4k8e/BKSw/Zz8TaX+zv8AHvxNH4a8C/HLxX4x0Pw9rM32nwJ4v8YaHreofB+SxuvF+k6P47n0TRrHwGus3Wmard6dda5q/i3TPB1zZ+GdF8YegeHbZPFf7bPxP1q/WO4i+Dn7Pnwt8H+ECYwX0vVfjJ40+Ifin4nsJGZsPq+l/DL4NKAixPHHpcm8ypcoE1P2ofgp41+K3wh0TwV8GfFOk/DDxx4V8f8Awq8S+CvGFzYQXlr4ItPCfi7RxrmqaVpFxpWsabqWr6X4FfxEPDOiapp76Fqutrpmla3NZ6PdXt3Bz/7LXgr436F4o/aG8W/H7SvDVp4x8V/EHwfpGia54PvI5vDnjnwV4D+FHgnQdP8AHOl6U91dar4TTxH4ll8W3V34M1uSW+8NamL/AE611HxBo8el+JdZ+rnV4dq8P5rnOTxyrIsYspxWRf2NDMMwrZxXlPP8mlTzZvMKtanWqZhkGMx2W5g8rqYahJYLGz/srBYfEN1ftqlbhSrwvnXEGQxyThvHrI8bw3/q/DNM0xGf4mU+J+H50s8k80r4iliKua8MY/MsozT+xauEwrjl2YVP7Fy/C4qUq30ve+B/Bepah4h1XUfCPhnUNT8XeG7Dwd4r1C+0LS7u88TeEdLl12fTfC+v3NxayS6x4esJvE/iSWz0bUHuNOt5Nf1l4rZG1O8M3h/7I3h3Q/B/wYl8JeGdMtdF8N+F/jL+054d8PaNYoY7LSdD0T9pj4u6ZpOmWcZLGO1sLC1t7W3QsxWKJFJOM19M14B+zV/yTrxH/wBl/wD2sP8A1qb4yV+czxOJqU/ZVMRXnSvSl7KdWpKnzUaXsKMuSUnG9Kj+5pO16dL93C0ND8mnjMXVpewqYrEVKHNRl7GderOlzYej9Ww8vZyk4c1DD/uKLtelR/dQcYe6e/0UUVgc4UUUUAFFFFABRRRQB84ftjf8miftUf8AZuHxw/8AVY+KK+j6+cP2xv8Ak0T9qj/s3D44f+qx8UV9H0AFFFFABRRRQAU1mVFZ3ZURFLO7EKqqoJZmYkBVUAkkkAAEk4r5H+JXxW+MXiv4r618A/2coPh7puv+FPA2meKvij8W/iRbeIvEXh74a3XjS91Cx8A+G9E8CeHZdD/4T3xpq1lofiPxPqek3/j3wfaeGNDs/Dd5qTajH4w0uEfJB/Ze1XxTH8bNO/4KHfHz4heJ/Ad54j8M/Az4M+INT+Per/Arwh8U/CPiH7br+mat4x+FXwU8XfDT4OeKfGviHxP8SG+EtzoXjP4eXN14mh+FWmA6FqGjanDd6z+m5N4fYGphI4/irivA8PqeEyvMqPDuX4Opn3HGPyvN8XhMPg8fluQvE5TldbnoYynmiy7GcSZfnVbJnHOMLleJyypTxcsITxWKxFPCZdgcRjsRWqyoUo0oycJ14xb9ivZwrV5zbi6cXSw9SHtf3bkppxP1xr5y/aQ+LniT4b+HPBfh/wCGi+Fb/wCMPxj+IuhfCr4W2Xi43t34fttY1BL/AFnxb4u1rR9Hv9M1nX9F+G3gHw/4u8davoOmarolzrY8PR+Hv+Eg8PS6tHq9n8LeJ/E/hXwUifD79r79vvXvGKfCrSPDGl+KfCX7LXhH4q/Aq60iK30XSLi38dftC+Mvg349+Kvxj8KXL2Nza+KdV1hPip8IPhsmi3p1jXfDE+lPDPFwnwG8Yfs0fCqVfFv7K/ws+NHxh+OfjPxf4k8O+Dv2efid4uvY/ib8IPhxBq6+IPir4os2+JN9ql18J9D+LrWNz8X7nxL8YfEOkeJPjH8TPHHg/wAK+OvGOjXb2Wm+C/p8n8Ocry2+c18TmfFf1KdPF5VSwvCeZ5bwLnvPQr18Esz4o4sr8M4zAZfQcMPmmdyrcPLKv7DjiKX9vYbFYnC8312C8PvEPN8Jh8bheEM3weV4yVGMc5zKmsty+lRr4aeNeOlmONVHK6WXUsFTqYmvmtbMKeAwVF0sTjK1GhVpTn+o37PXwZsfgN8KtA8AR6jaeIfEAuNZ8T/EHxpbaHF4dk+IPxN8ZaveeJ/iD48vNJS+1WWyuPFPirVNS1KKxutY1m40uwlstIOrX8WnxXD+o+I/Efh/wf4f1vxZ4s1vSfDXhfw1pV/rniHxFr2oWuk6Joei6XbS3upatq2p30sFnp+nWFpDLc3l5dTRW9vBE8ssiopI+KtX+GP7W3x+0SbWPFnxl1j9lLSdcuItPi+DHw107wh4m8SQfDzUb0W/iSD4h/F2I3OvaX8XdS8MyXCeG9a+BfivwtoHwo8TyQXkOt/FyLT47+6paV+x/wCL9e8fJo3xs+Kfi34rfs8fDrTNLl+C3hC++JHxQ0nxNq2rXPizT/E99p/7Ra6L4h0vRvj3p3gL/hEfDWk+BNR+I7+Kj4g0PWdcg8eaHqfiS21Dxd4u+Nx+Ay/M8yzHOuKeNsvxWa4rHYvM8+oZRha+NxlWtXrxliaeAxKw+B4fxeNrYzE8tOnluMq5TRwcMRi8Pi6lDDU8PW9fC8I8LYCnFZxxzlMXl/NLMspyDDY7NsdDD0HQoPCZZmNejg8gzTMqmJrQpwlgs1xeVrB0sXmcMzxVPDww+J7S0/aQ+J/xV1u+X9l74M+HfiP4B0S0txqXxW+MnxC8dfAHwT4j1m92zQaX8KWtvgR8WNf+I9jp9iBda54vh0LQ/BCS3un6d4c8SeJ9Ri1610K9JF+3X4xvjDLP+y1+z9o1tZrHNcaXN8Uf2q9f8QXN3cgTSadcappf7JGkeApdHs4Wa0l1DRvinbazeX6Pc6fpdvpTwav9dUV4ks+y/DyTyrhjJ8NKnCNOhi8yljM9xuyVSriqOPxH+r2Kr1Vzxb/1epUaSmp4ehRr06dePDLibKsLJPJeD8iwcqVONPDY7NpY/iTMdIxjVrYyhmWK/wBVsZiKy9pFy/1WoYeiqinhcNQxNKliIfG0HwI/al0/WLvULP8Abj8X6pp6WsdxpOjeLvgX8DtSs/7cvGX+2Idfk8K+GfA1/qXg60js7A+D9F0a/wDDXinR5b7xGfEvjvxpFe6JF4d9D+An7PujfByLxT4p1q70fxx8cfifqsviH4x/GZPCem+G9e8d6oZ5m0jR4ooJ9T1HS/AfgbS5Lfwv8PPCN5r+uDw14b0+0gn1TVdVm1PV9Q+hqKxxnFGb4zCV8DKWW4TDYqNCGKhlORZHkksXSw0lUo0MXWyfLsDWxWHVaNPESw1epUoVMVRw+KqU5YjD0KlPHH8Z59mGBxOWzllGCweMjhoY2nknDXDfD08dSwklVoYfHYjIcpy3EYzCxrxp4qeExNWrhquMoYXGVaU8ThcNVpeA+Lf2WP2ePGsWqHV/hF4MsdV1fxHN4zufFnhLTB4C8fW3jS4sLXS5/Gmj/EPwPJ4e8c6B4xl02xtLCTxTofiDT9dks7eK1e/aBfLPmX7OPj7xX4I1bU/2W/jhfxt8RPhvojar8NvHOp+K9Z8TXPx1+B1jfXGlaF49vte8TaNo19c/EvwrbQafovxq0Q33iq70fWbvQ/Fd74n1Ox8c6bcD7LryP4y/Av4X/H7wxD4R+Kfh241zS7S9bUdNu9K8Q+JvBviXRb2WzutMvJ9A8ZeCtY8PeLdAbVNGv9R0HWho2t2Ka34e1TVNA1ZbzR9SvrKfpwGfxxOGqZNxLicyxmUVpUamHxEKk8djsjxVBSjDGZZhcVjMNh6sKtGc8LjcvqYnDUMXRdKbrUsTg8HWo9eWcTQxeErZBxdi83x+RYiWHqYXFU6tTMsx4bxmG5oU8fk+DxuPwmEr062HqVcHmGV1cXg8PjqEqFX29DF4DA16HzXbf8FE/gLaaFH4r8b6R8XPh14U8Qpeap8KfEmt/DHxD4s0345+DrSW6ZfG3wlT4Tp8RtQ1vSrjR7Ofxh/YGs2Ph/x9YeAUbx7q/g7TvCEU+sw63i3/AIKKfsceFNe8L6Enx6+GXir+2tcudK8Vax4N8f8AgfxDofwg023aPTB4v+Muo2niPZ8O/CM/jLUfC/w/h1fW0j/4rDxhoNlLBHYjVdQ0z7HsNF0jS9J0/QtO0ywstF0rT7bStM0m2tYItPsNMtLQafa2FpaIgggs7exUWcVvGixJbDyFUR/LVTw14W8M+DPD+i+E/CHh7RPC3hfw5p1rpHh/w54e0uy0fQ9D0qyRI7PTtJ0rT4Lex0+xtY440gtbWCKGIIoRBtFdDzDgSVSVV8NcQr97WgsLR4owdLDSw84VadCrGdbhzF4qhisNajVqRnWxmHxeJnVnGODw1OGCqdUs08NJVJ13whxVH99iIRweH4ywFHCTwtSnWp4WtCpiOE8djMNjcIlh61aFSvjsNjsXUr1IxwODpU8vq/Mnxq/aks/D/wAFdN+Iv7OFn4R/aV8VeOvFfh/wH8KPDvgz4h+Gf7C8aeJ9dNxfXENr4yt7jUPD0Z0bwrpniDxQ0V3e2VleR6MbK91fQ7W6l1ixj+Fv7Kw0rxV4M+Lnx6+JHin9pH40+EPCGn6N4W8S/E7wz8HLbS/hRrN/btJ481H4Q6V8OPhX8Po/Dlx4xvHt7PVNb1aTxB4ol0DRtG0Ya+tlHfR33skfwD+BcPxHtvjFD8F/hRF8W7M3RtPijF8O/CMfxEtTfWN9pd6bfxqmjjxJAb3TdU1LT7sx6kpubK/u7WffBcSxt6zWdfP8Fl+WrLeGaFXByxixU82zbGUMM88rUsVFUFkuHzClUq/V8qw+FjVhXqZfSyqtnTx+NpZtQrYOngsLhssTxPl+V5Sso4Pw1bASx6xlTO88x+Gwr4jr0cbBYZcPYXM6NWssNkmFwca1PEVssoZLieIJZnmFHO8PXy+ll2CwiAAEkAAscsQACxwFyfU7VVcnnAA6AUtFFfInwoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfKfi3/iTftp/BDUfuW/jX9nn9oTwndt083V/DHjr9n/xT4ah9GxpV949mwfmXZlAQ0hFZP+JT+3bc/wAP/Cf/ALJNj7ed/wAKh+MWof8AfX2X/hd/vs+19t/PMftof8J94PHwA+PHgD/hE2HwX+N3hpviTB4r/tZ/tHwY+KCv8LviF/wjtvpPk/aPE+nDxLouu6V/aeoafpFj/Y82rXv9q/2dH4f1fpfiUP7K/bK/ZX1/lV1v4U/tS/DNzuIWWbW7r4C/Ea1Rl+68kUPwn1B4CQWjje62ELJLn9ayKl9awOA/eUqmHzLw78QcqxnLPmq08dwrRzrjChSrwaVuSjQ4fnRldpwlFrWk0/qeKaPtOG+As2hVo1Y/UsbklfknzV6WY5ZxJjq1SjiIWvDkyXiDJZUJXalRnGOns2fW9FFflL8FvEvi3U/2s9F+Lt/49+IV74Q+OnjH9tv4c6b4M1T4i+NtQ+GNhoXwE8U/CbwD8O9U8M/DW/1+4+H3hq/lT4OfFPxVF4m8PeHNM1zX7b4i61datqeo213AsHy3C/CNTiXB8RY369DAUsiyrF42k54eVdZhmGGyvNs9hlScatN4aeJyfh/PcTTxPLXjGrgadCVFRxDr0fjq+IVGVGPK5OrUjF2duSMqlOlz7O9qlWlFrTSTd9LP6g/Z63eJvjX+2R8SZQrwzfFzwd8G/DtyGLmfwt8HfhV4Sub1CxVdn2P4q/EL4r2XkqzojwPKWEs0safXVfJP7Datf/s0eB/Hcqt5/wAaNY+Iv7QTyuCJZbX4/fEnxb8YNFD5+by7Tw/4y0nTrNGx5FhZWlsoVIVVfrar8Q37PjLO8vVnDIKuF4UpT61qPCGAwnC9DES7TxNHKIYia6TqSSStYMJrh6c+tVOu12eIlKs4+kXUcV5IKKKK+LOgKK8q+MHxu+FfwC8K2/jX4veMdN8E+GLvXNM8OwarqSXc0T6nqjSugMNhbXdyllp2n2uo6/4g1R4V03w34X0fXPFGvXenaBouqajaeNftfeMLm4+HNl8EvBOoay3xR/aRuovht4Mi8I3Nzb6/pPhHVbzS7T4rfE+PV7Ce2k8N6J8Nfh5qmq+IZfFLXlosOvS+GNC0m4m8T+I/D2n33t5VkGYZnisqp+wxGGwWa4uth6WZ1cPV+owpYJUqubYr27UKM6OT4SqsbmUo1VHCYZe1rypQakfRZLwzmecYzJaX1bFYPL86x1fC0c5r4Sssup0cvVGtneN+syVOhUw+Q4GsswzaUayjgsIvbYmdGm1M858Uy/Ef9trSvGHhDwNqvhTwJ+yhf6pcfD7xh4p8UeCtb8U+N/2hNG0jxVFpnxS0r4YGz8d+D9K+H/w91DT9J174fWfxB8S6J4/l8bHVdZ1nw94Ts/DWm+H/ABH4u+/o40iRIokSOONFjjjjUIkaIAqIiKAqoqgKqqAFAAAAFYfhbwt4c8EeGtA8G+ENF07w34V8K6Npvh7w54f0e1istK0XRNHtIrDTNL0+0hVYrezsbOCG3t4UAVI41HvW9VZzm8McqOAwNCOCyPLq+KnlWD9lRWJSxMcNSrYzMcVCPtcbmONhgsNUxdSpVlQpVI+wy+jhMDToYWnWf57TzJUMsy3DQy/hzKsTjamS4B0cOsWljIYOjiMdmuNpw9vmGa5hTy/B1cdVq1p4ajVg8NldDA5dTw+DolFFFeEfNhXgH7NX/JOvEf8A2X/9rD/1qb4yV7/XgH7NX/JOvEf/AGX/APaw/wDWpvjJQB7/AEUUUAFfJPxf/aw0z4VftIfstfs4xfD3xb4n1T9pD4ga14K1Px1Ch0bwR8MYLb9n79pr46eGLi91S/tHTxp4j8Zj9l7xv4etPCPhVppvDGnxzeKfHWreGIr74faN8R/ravkD9pb4W+O/iB8aP+Ce3izwjoX9r+H/AIHftf8AjX4pfFLUP7T0ew/4RfwJq/7Av7cPwU0/Xfsup6hZXut/aPib8YPh14Z/szw7bavrEX/CRf2zPp8Xh/SNd1XTADxxP25viM/jGfxSPgN4NH7IsP7U6fseD45N8eLqP4sP8Wz8bof2XX1dPgLL8HI/Cj/DhP2mZT8If7Yh/aDm8btextro+HI05XjTp/C37VX7Q2k/F74J+Bv2if2V/DXwU8F/tLeLvF3w++DWu+Hf2h7P4vfEjRvH3hf4V/ET44Q+FPjz8PtH+FPhnwL8PrnWfhj8JviFqFrrPwr+Nvx/8L2viTQrfw1ea7GNb0fVbz5fh+Bfx9bSrr9jeb9nXx9F8Ol/4KPL+2tZ/tYD4g/AiT4Qy+Bx/wAFG7f/AIKXSeHJvCY+KA/aDi8et4pN38FotCX4IP4UGy38UP8AEAaa8hT1T4A/EH9pX4uftF6N42/aZ/4J8/tH/Bq60g/EDwt8KPEuufEP9h7xn8E/gf4PurbULmfxdrl38N/2wvG/xj8W/Fb4x2Wg6B4d1HXdC+Cc1h8PbPWLD4c6DZ6b4Xl+LXxY+IwB7X8d/wBon9oHw78ePB37PX7MnwK+D3xj8Y6j8I/FHxm+IGr/ABs/aO8Z/s9+F/BHhqw8ZeGfBHgzTtNu/AX7Mf7T2seJtf8AHGqah4xuYLfUtE8Habp2neBNRlttV1u6uZrTTPGfiH+3f8b/AIfJ8Z/Ek/7Nvwt1n4Zfsd+GvBd7+274xsv2ndbs9S+Gviy9+D/g748/FPQvgP4d1T9nCzsvjloHwk+FPjzwz41vfEvxH8T/ALNOqeKdG1W0XSvB9rq8j6RF5f8AHr4e/Cn9oj4oN8d/Ef8AwSe1n9snUU0rxp+zz4c8aeJPGv7N9z4g+HPiP9nX9on47eBZNXm+HPx5+MfhDwd8L/CGqa6t78RPhz8fPgZqnjb9oXXPC/i9dK8cfD3wRqPgjw54fvPA9P8A2W/2z/CH7MH7U37GPxB+EPjr9oLxp+358BPhl4Q+Kn7XXhT4ofBSL4c+Avi74k/4J7fs/wD7CHx48VfEyw+JnxF8B/GvU7PTNT+Bc3xg0TUfhx8I/iZf+NY/Fr6bd2Ph7U4JreMA/Xn9s25t7b9kP9qRrmeG3E37O3xst4jPKkQluJ/hp4nSGCMyMoeaZyFiiXLyMdqKTxX0rXzh+2N/yaJ+1R/2bh8cP/VY+KK+j6ACiimsyoMuyqCyqCxCgs7BEXJIG53ZUUdWZgoBJAoDfY8P+K37Rfww+DOv+FvCnjI/EXUvE/jLR/EviHQPDvwx+Cfxq+N2uzaD4QvfDWm+Ida1HSPgt8PvH+oaDpNhqHjDw3YjUdet9Ms7y81SK2sZrmeK4SH4K+Cd14p+PfxZ+PfizwT+1D+0L8Fvi1L4vvPEtr8FfHHg7U5/BelfBS3vrr4Z/B688SfAX4+eCLTWfh6/idvhr4q+It5pfw51P4O/EHWLH4iaH4i+Ik13Za54ImPTeKfiL8Ydb/4KNePPBPwT8FfDjxPc+Af2UfAOm694u+JHjrxJ4b0j4e6n4v8AiR4l8R6tYQ+HvC/gPxZfeLdT8U6ND8P9Qs9Om17wRbLa+HdTll1iR0tYH73SP2OPiTo+vWXxZ0b456R4Q/aF8R+Lvifq/wAXviL4c+Fyah4f8X+D/iTb+ErK28GaF4M8UeMtWg0q7+H2lfC74S6P4H8VeJdR8YmxtfCuuvceHpYvGN/ZWn9A4Ghw9wHkUMPWxVLLOJ+K+EcjzCeY5vLJ+KspqUM1UuJcHg8TwfLhXNJYDKK2DhklPE18zxWOzOeb0sFmmW4BZa6k6H1mTcK5NjMFWx/FvEeFyGnjsFipcKUKEsTisU8fRxNahHMM/oZTRzLHYDJprLsxy+EHQwua1a2Z5VmWFweNyiGKrT8w/Zp8C/GaPwd4w+GXwSn+FPw38F2/xZ+IGnfF/wDa70q3TVPjV8dfjTpOoW+nfHX4j6B8GdT8CXnw98Pa1qnxUg8W+DdF8YfED4o/GD+wNM8FW2n3fgbXbK302K0+jvBf7EXwl0a+1vVvijrHjr9p7WNY03U9Egvv2mNY0r4o2vh3RPElvMPGmleFfDNxoOm+DfDtn431K/1m/wDEa6X4ct3k0/VI/BOmvpvw60Hwv4Q0T3/4R/DLRPg38NvCHwz8PXuq6rpvhLSlsTrevy2dx4g8RancTz6hrnifxDcafZabYXPiHxPrd5qOv67c2WnWFpcatqV5Nb2VrC6QJ6NX5/xLx9m+ZZzneKy3GPB0czxteriMfhaKwuaZu/au2Px+O97G0qmKhGM5ZdhK+FyjAQqVMHluXYLBylQl3Y3i6rlcsbk/BDp8PcOwm8JhquW0ZYbOM1wuGn7OjmGaZvXlWzl4rH0oLEYrB0sbQyzD1MRiqGCwGFoV69Kr5d8JPgt8L/gV4NPw++E/g/TfBng3+19b1tdA05rqayjvdfvZb29SEX1xdSw6fbq8Wl6NpMci6Z4f8P2GleG9DtNP0LSdN0+16/SPCHhPQNY8T+IdC8M6Bo2veNr+w1Txlrel6Pp9hq3ivUtL0mz0HTNQ8R6ja28V3rd5p2iafY6RY3OpTXM1pptnbWUDx28Mca9FRXxOIzDH4uvjMVisbi8TicwlKWPxGIxNatXxsp1oYicsXVqTlPEylXpU60nWlNurThUfvwjJfJ4rNMzx2Jx2MxuY47GYvNJzqZnisVi8RiMRmM516eJnPHVqtSdTFyniaNLESliJVHKvSp1W3UhGSKKKK5DhCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5a/bht5J/2Nf2qZYOL7TP2fPi74g0p8Z8nW/DXgXXPEGh3GAQT9m1fTLKfAKsfLwrKcMMf9oCdf+FvfsEa7bkK17+0n4x0WZ+u/SNe/Y1/am1V4AQQR5mraDoMwJyP9HAKklWT0L9qqy/tL9l/9pDTsbvt/wABPjDZbeu77V8PPEUGMd8+ZivFfixe/bh/wTw1vdu839oXwpel89f7Z/ZP/aH07Of9v+1dvvu96/VeCPfwWDh2o+K2Gt55r4aSw8F3u3h2l53Po8y9/gLJ/wDqF4yziTt2xmB4Ravb/sXSt899T6N+O3xg8IfAH4O/Ef4y+O9b0XQPDPw98Kap4gvL7X9Us9H0+4vYIfJ0PREvL6e3hfVPEuuz6b4c0LT45Deavrmq6dpOnQ3GoXtrby/m78Zv2Ifj38RP2Ov2Rfhp8G/iRY/C34z/AAV0jS/EHifxfqms+IPD02reJp/gr4uj8Q6Xc3fhrStVvn0/x58ab/w1b/EKxlhW0ufh/qfjVXt9anW38Oaz9i/tkgXHgD4VaYRkan+1p+x3lCMhxof7S/wx8V4I7hP+Ee8w+mzPavrWtuGOLMx8O+HuGeI+H4YZZ3iuMc9x9aWZYfD5ll1XD5Dw/hcoymnPLcRRdKoori/ilYtV51qGKjVwkHQgsLN1/ja1CGLrVqVVv2ccPSguSThNSq1nUqPnTuv93octknG0nd8y5eT8BeEdO+H/AIF8F+AtHUJpPgjwn4c8I6WigKqad4b0ez0ayVVAAULbWUQAAAAGMCusoor8qxOIrYvEV8Xiakq2IxVariMRWm7zq1q05VKtSb6ynUlKUn1bbO5JRSjFJKKSSWySVkl5JaBRVa9vbTTbO71G/uYbOxsLae9vbu4kWK3tbS1iee5uZ5XIWOGCGN5ZZGIVEVmYgA1+ZHhb9pb4weBNB8E/tO/HHxHZTfs+fH/w5rd/4f8ACsHhGz8MR/ASW9Gq+L/2f11vUpXu/EesXXxb8DvD4U8eah4j1CO20z4t3HgXQvDOhaFZa/fQL7eS8NZhn1HF1MDPD+0w9Sjh8Phasq0cTmeNr0cXiqeX5dGnQq06uMlhcBjK8adeph4VXSp4WjUqY7F4LC4n6rh7hDNOJqGOq5bUwvtsLVw+FwmCryxEcXnOY4rD4/GUsrymFLDVqVbHzwWWY/EQpYmrhYVpUaWCw9WtmWOy/B4r2zwD4Z0/47fHb46/Erx5a23iLwn8LtX1f9m34TeF9Rjjv/D1lp0nhHw9f/HHxm1hNCIJPEnjbxJ4hu/hdqU032prDwn8Oxp+ny2kXirxRbX+N+xJ+z146+Eug69r/wAZ7i71r4k2bL8GfAuo6tqtrr15oH7PHwglXwh8MtPsL62ur1YW+IiaNc/GHxRLcXLeIdS1jxlZWPiwpeeF9N0rRfXP2RPCGpeEP2dfhgPEUslz428aaJJ8WPiVeSB1+2/FD4wX938T/iPPBDJJK9ppy+MvFes2+jad5jppWjQafpcLGGzjr6Rr2s+4kxmEnn/DOX1qMsmdTLsnp1Iwld4Lhx4jDwlg/eVPC085xU6mbZmqdNVMXi6jqVJr2mIVb6HiXi7H4KfE/CGV16EsglVynIaVWFOXM8u4SeJw1OeA99U8HRz/ABs6ud5wqdFVcdjqrq1aidXFLEFFFFfCH5qFFFFABXgH7NX/ACTrxH/2X/8Aaw/9am+Mle/14B+zV/yTrxH/ANl//aw/9am+MlAHv9FFFABRRRQAUUUUAFFFFAHzh+2N/wAmiftUf9m4fHD/ANVj4or6Pr5w/bG/5NE/ao/7Nw+OH/qsfFFetfEX4keAPhF4M1z4ifFHxl4b8AeBfDcEFxrvizxbq9loehaYl3d2+n2SXOoX80NutxqGo3dnpum2iu11qOpXlpp9jDcXt1BBJth8PiMZiKGEwlCtisViq1PD4bDYelOviMRiK0406NChRpRlUq1qtSUadOlTjKdScoxjFyaRpRo1sRWpYfD0qlevXqQo0aNGEqtatVqSUKdKlTgpTqVKk2owhCLlKTUYptpHB/tLfG3S/wBm/wCAXxZ+Oer2MWrWvwy8Fax4mg0ae+n0yLXdWtoRBoWgvqNrpus3Vj/buuXGnaQLu10fVrqBr0SW2l6hMqWk35QaxrXx8/b7+MHgL9mX4u/Dv4l+F/2d9J1TUfj18R/if4R+Dv7U/wCzFoGp2vhLQLfS/hn8FbXxR8dfCPgTxZr/AI68NfGXU9L+Klzregadoema9oPh3QJ9P0axu/D/AIihgt/GH41eCf8AgqD8Vf2fP2dv2a/HX/CS/Bjw9e2P7RP7UWrXK+OfBq6XoHgD4heEIPBXwu8VeDL/AE7w9q2t6143v7bxakHgvxfFp2j6fJZaL8TGt9cHhPS9O1H9xa/eqcKXgrk2U1s34bxdDxazanxPi6FLNK1XLMw4AwNSjh8l4ZzWvlFfL543CcSwx1LiHOsqjPF5XisJCGSZrWw+IoVsuqy+iWYLJctoYTCYXLqmZ4+isdis0q4bMoZvkzniqMsvw2WYynmWGoUK/wBUwbx08RSwVenWwefKhVq1cRhqccD8wfs2fspeBv2aR4+1XSfFXxE+KHxD+KOsaRqXxB+L3xh8Q2vi74n+LbPwro8XhvwNoOteIrTStGiudH8F+G4I9L0W3SwikeWfU9Wv5bvVtWv7ub6foor8TzrO814izLE5xnWNrZhmOKVCNbE1uRP2WFw9LB4TD0qdOMKOHwuDweHoYPB4TD06WGwmEoUcLhqVKhSp04/O1atWtN1K1SpVqNRi6lWcqk5KEVCPNOTcpNRildtuy1YUUUV5ZmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeZfGuy/tL4NfFvTsbvt/wy8e2W3Gc/avCuqwYx3z5mMV8deJb37f8ACD/gm9rec+d8V/2fL0vnOf7Z+BHjzTwc5/jOqhe+d2O9fefiuy/tLwt4l07G77foGs2W3ru+1adcwYx3z5mK/N6wvft37IX/AATL1vOfO8U/sR3u8d/7Z8BWOn5z/tnVdvuGxznFfqvh3+8eFp9s8r4S3/Y34U4hw1vWf1a3nb0Poq3v8AY//qE4symV9rfXsszN79L/ANmL/wAB8j6L/ay/ff8ADNGndf7S/a1+Dfy/3v7E/wCEk8VdO+weH/N9vL3dq+ta+Sv2m8TeP/2KNNP/ADE/2tY/l/vHQ/2Z/wBpXxZ077P+Ee8328vPavrWvnc//dcLcB0P+f2X59mdu/1niLH5bzfP+x+W/wDd8j5WlrXxT7TpQ+6jCf8A7k/HzCvE/jJ8aovhFL8PtLsfhx8QPix4t+JvivUPCnhXwT8Npfh3a69PLpHg/wAS+N9Z1m8vvij8Qfhn4RsND0rR/DF1HdXFz4nS9l1G/wBJsbGwvJbw+V7ZXyBNqVv8S/20tIsdGmF9on7Mfwm8WxeNLqGGaWys/it8dbzwNP4R8Of2gALOPxF4c+GHhDxDr+uaOry6hZ6H8UPBeo3Udpaa1YtfeVw9g6GJxeLxGMw6xOAyvKszzLFwqSr08Pz0cJUo5ZTxNTDVKOIjQxed18swEvY1qNScsXGnCtSlNVI/XcLYDDYvHY7FZhhY4vLMmyTOM3xtOrPE0sN7TD4KrQyeli6uDq4fFQw2O4ixOT5ZP6viMPWqSxsKVOvRlUVWHmPiX4tJ+2hofgb4K/Cu08V+G/BHxh+EHg34s/H/AMV6lFb6Rr/gH4HfE631e30v4U2lxpuo39tB8W/irNofijwdqU+ganqkHw+8L6L4y8RxaxFrc3gKXV/sn4gfCf4efFL4Z+Ivg7468L2OufDbxT4cfwnrPhcyXVhayaGYY4ILayutMuLLUdJuNP8AIt59J1LSryy1LSL21tL/AEy7tL21t54/lj9hf4AePfgfonxmn+JEVpa6r4s+MPimy8Cadb3FneS6V8EPAt9d+GfhTb3d1YXt9amXW7FNZ8dQWaSQ3Gk2PjG00jU7Oy1ix1G2j+669rizHYPK86p5ZwpjXDKeH8Z9byvH4LFTliKmaVo4XEYrMlmFNwlPEYavRoYHB18K4UaeGy3C1aDniKmIxmK+i44zHL8m4hp5NwRmLhkXC+P+vZLmmXYypPE1s6xEcHisZm6zOlKEqmKweJoYfLcvxODdKhSweU4Oth/aYqri8fjYoIIbaCG2t40hgt4o4IIoxtSKGJBHHGijgIiKqqB0AAqWiiviG2222227tvVtvdt9Wz84bbbbbbbbbbu23q229W292FFFFIQUUUUAFeAfs1f8k68R/wDZf/2sP/WpvjJXv9eAfs1f8k68R/8AZf8A9rD/ANam+MlAHv8ARRRQAV8k/F/9rDTPhV+0h+y1+zjF8PfFvifVP2kPiBrXgrU/HUKHRvBHwxgtv2fv2mvjp4YuL3VL+0dPGniPxmP2XvG/h608I+FWmm8MafHN4p8dat4Yivvh9o3xH+tq+QP2lvhb47+IHxo/4J7eLPCOhf2v4f8Agd+1/wCNfil8UtQ/tPR7D/hF/Amr/sC/tw/BTT9d+y6nqFle639o+Jvxg+HXhn+zPDttq+sRf8JF/bM+nxeH9I13VdMAPHE/bm+Iz+MZ/FI+A3g0fsiw/tTp+x4Pjk3x4uo/iw/xbPxuh/ZdfV0+Asvwcj8KP8OE/aZlPwh/tiH9oObxu17G2uj4cjTleND4FftzfEb4p6/+zv4h8Y/Abwb4D/Z6/bKm1yP9lL4n6H8eLrxz8QPF62/wz8Z/HHwVJ8UfhLe/BzwNo3w8HxJ+Cnw98YfEPwz/AMIR8WPjMlla6UumeI30a6uopB4ND8C/j62lXX7G837Ovj6L4dL/AMFHl/bWs/2sB8QfgRJ8IZfA4/4KN2//AAUuk8OTeEx8UB+0HF49bxSbv4LRaEvwQfwoNlv4of4gDTXkKH7MnwL+PthpP/BNn9nTx7+zr4++GPhX/gmTPZiT48eIviD8CPEXw6+Olr8Nv2Ovjh+xT4Fb4ZaJ4C+KHiv4uxz+NPD/AMZE+JmtL8Uvhf8AChPC50O60GN9ZvZrXzgD7B+Nv7Snxt8P/GTUfgd+zX8AvA3x08a+B/hB4d+OPxWj+IHx41H4G2nh/wAF+O/FPjzwh8N9E8Ey6T8FvjQfGXxB8e6t8J/iguj6P4lX4beDrSLwi76t8QLE3yi3+b7z/gpxr3iXwP44/aE+CvwL8J/EL9kj4I/DH4WfFb4/fFjxR8eH+H/xE8MeGviP8CfAf7UGqH4Z/Cyy+EXjrwn8Rbj4d/s+/FDwF8RfFY8V/Gn4Sx3cWu/2T4XfXrqCOS50p/Hfxj0L9pX4o/tWfBz9kb40/Hnw98YPhXpX7Jep+H/Dvjr9mzwP4g8AeO/2FP2pf2yvDeneMfE1p8V/jj4F025+E/xfuPjT4j8ReHvEPgzWPGfxB0rwtoOgyeIfhVpOv6vd6Bpvxt4V/Yi/aI+AP7I/7R//AATn8O/Afxv8XfC37XP7OPwj+C5/aY8I/EL4GaP8NfhHqtt/wTr/AGev+CeXxA1D4k+HviD8SvBXxhew8L6X+z3Y/FLQn+F/wq+KU/iqLxM2iyW2hX9pJEgB+yX7Y5A/ZE/apJIAH7N/xxJJ4AA+GPijJJ7AV8V/Hvxh8M/24P2m/gr+yD4ftLT4ofCn4R+NfE3xz/aonm0ifVPhrfH4VW2r+CvAfwd1W8vrKbwx4zl1H4xa7Hf+LfDobUNMt5fhhr3h+/aXWNH1/S9K+sv28/Dtj4t/Yf8A2xfDmo28Fxbaz+y1+0FpzLcRJKsbX3wl8X2izoHB2SxCctHKm2SNvmRlPNcf/wAE+v2bLj9m39nTwho3ivQU0X4s+LNOsPEXxRil1ODX7/StUaF00HwHJ4hhvtVj1ax+HGgSWnhaK9g1bU4db1i21/xleanrPiDxZr2vav8ApfA2bZJwrlme8XvFYuXGmXypZTwdgaFWlhaWBxee5ZnGGxHFlSup/Xp4nhunSWIylYKNH6pntbKMZXxLp01h6vuYDA4GWU5tmuLzGjCeGdLK8Lk9Koo5lj8Tm+HxiWLcKkJU/wCw8DhcLjVmlWn7Su8ZiMoy+NKFHM62OwX13p3grwdo/iXXfGek+FPDel+LvFGm6Do/iXxRp+iabZeIfEGk+Fv7SHhnTNb1m2to9Q1Sw8PDWNWXRbS9uJ4NLXUr5bJIVuZg/TUUV+c1sRXxM1UxFarXqRpUKEZ1qk6s40cNRp4fDUVKcpSVLD4elSoUKafJSo06dKmowhGK8JJRVopJXbskkrt3b06tttvq3dhRRRWQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooARlDKysMqwKsPUEYI/EGvye0Fjp/wCxz+yR4Ucv5vwT/a2+B37Pkpk3+Zu+A37Tx/Z5jkdnw0v2qDwlDMlwS/2uO5juVeRZg7frFX5P+Jv+Jb8OviXoH3f+EL/4Kwfs/fJ/zy/4Wd+1N+zf8TOnG37T/wALb+0f7X2rdzvOf1Xwtfts1wWDj8cuLuDsVL/rxKvmmSVFbzrZ9hlfu0tbo+joP23A3GGFj8eHx/DOdy12w+Chn2VVH5L6xn+Eu9k7J7o+qvj0BfftA/sOaZgMdP8AjL8VvGm0jO0aR+y78bvCHnY7bD8QRFu7efjPzAH62r5K+Jn+m/tjfsp6X1+wfC/9qfxpt/u/2RL8BvB/nY7bP+FheVu7efj+KvrWvneKP+RH4cf9kZjv/Xh8eHylH+Ji/wDsIjf/AMJMKFfKf7LX+n3P7THivr/wln7VnxR/ef8APX/hX2k+Dfgx1PXyP+FZfZO+0W+wYCYGV+0npUvj74o/swfCObxL8QfDvh3xP4y+JXjLxnH8NviZ8RPhNruu+HfAnwo8S6fZ6VeeLvhd4n8H+Lk0WLxn438I6zc6db65BZXuoaTpf26G5iiWI/QHwv8Ahd4M+Dng608CeAbLVrLw7aat4n14/wBv+K/FnjnXr/XPGnifV/GXinWdb8X+Otc8SeLvEOq634m17VtWvdR13XNRvHmvGiWZLaKCGLnlHCZVw1Z18TUzPiahha9OjDC0o4PD5Pgs2zPD11Vxrxnt54ytmWUYapDDQy/2Cw6VSWM9qvYP76UMDkvCFnicXVzjjHD4PE0sPDBUY5fhchy/PM5wuJVbMJY/6zUzCvm2RYOrTwkMsWGjhV7aWP8AbRWHPQaKKK+UPiQooooAKKKKACiiigArwD9mr/knXiP/ALL/APtYf+tTfGSvf68A/Zq/5J14j/7L/wDtYf8ArU3xkoA9/ooooAKKKKACiiigAooooA+cP2xv+TRP2qP+zcPjh/6rHxRX0fXzh+2N/wAmiftUf9m4fHD/ANVj4or6PoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/J744AaNc/tl25yi6Z+1n/wTx/aAK5YBYdI8Y/srabPcYGP3Tr8CLhJf4X8mYP8Axmv1hr8nv2yyNEvv2+r0/JDJ+wd8I/ipb5O0LqPwR8eftJa9rV6GP8SWEvhNWI5jFpGc5dQP1Xwc14zy+C1nUzHhFQit5ey8QuDsRUS/w0KNWo/7sJeh9Hk/vZB4hU1rOpwYuSPWXsOLOFcVVsv7mHoVqsu0Kcn0PqzxKBc/t2/Bc4ydG/ZK/ab5wPkHiX4xfskY56jzP+EUb6+WfQ19a18lS4uv27NOYEMNG/ZK1nBHO0eJ/jFoJByO0n/CJcf3vL9q9Dn/AGhfh3F+0Lpv7M0NzqF78SL34ba18T702dvby6DoGj6XrGhaTZaPreotdpLb+J/EcesXWs6Jo1vZ3ch0HQNU1TVJdMgudB/tnyOIsBjcZheEcJgsNWxLyrgGGPxSpQclhsFVznPs7xGJrNaU6MI5kpSnJpOdSEI3nUhGXhZTlmYZpUzP+z8HiMY8FRxmZ432FOVRYXL8vw1J4vGYiS92jh6EYJSqTai5zp0481SpThLgL918UftweGrWKUPF8F/2YfFmpalApRgmo/tC/E7wpp/hu5nGC0csOn/s6eMobXBTdFqF4WDjYV+sa+Sf2VEPjFvjR+0DcO0//C8PitrZ8HyyBCIfhH8KB/wqr4crYuqgto3ig+GvEfxX0zzHkcn4m3MhMXmfZ4fravF4oX1fH4bKVtkOXYPKakOtLHwjPGZ1RcrJT9jnuNzSnGavGUIw5HKHK39PxklhcywmRx0XDWUYDJK0HrKjmcI1Mw4hw8pbT+r8S5hnNGE4twlThB05ShytlFFFfNnyQUUUUAFFFFABRRRQAV4B+zV/yTrxH/2X/wDaw/8AWpvjJXv9eAfs1f8AJOvEf/Zf/wBrD/1qb4yUAe/0UUUAFFFFAH5val+3Z41sdS0/4iW3wT8Jav8Ask337U9p+xrL8WNO+M+sRfHDSvjVN+1tN+w3c3mp/s+ar8F9M8It8M7P9pGFfDr+KNI/aI1fxTN4QuIPGsPw/a2Fzp1to/Df9pD9tPUf2m/B/wCz/wDF79mD9ljwzpOoeBtc+JHxF8W/Bb9tj4t/GjxJ8K/Bqrq+jeAtX1zwR40/YG+Aeh3Z+Jvj/Srzwp4UsJfiRpOp6jp/hr4keJ9JstZtvh1rmnv8pfE/9jfWvjh+0nots37H/wARvg1ZeGv2x/hP+0xr/wAfI/2qYfGP7LfivTPgL8ZPDPxu8NeNfh5+zJa/GG2/4Rj9pr4x6n4F8N+Ffin4kv8A9lTwXd6Dpvin4kRr8efiXbPHc+NP0E/ZW+GPjvwtrH7TPxS+LOh/2J8R/jl+0p8SNbgtZdU0fWprL4L/AAzvIvgt+zvbWV7ol/qdlp+ieJPhP8P9D+LkXhkXcd7ofiX4q+K38RaXo3jPUfFGm24Bznx3/aJ/aB8O/Hjwd+z1+zJ8Cvg98Y/GOo/CPxR8ZviBq/xs/aO8Z/s9+F/BHhqw8ZeGfBHgzTtNu/AX7Mf7T2seJtf8capqHjG5gt9S0Twdpunad4E1GW21XW7q5mtNM8Z+If7d/wAb/h8nxn8ST/s2/C3Wfhl+x34a8F3v7bvjGy/ad1uz1L4a+LL34P8Ag748/FPQvgP4d1T9nCzsvjloHwk+FPjzwz41vfEvxH8T/s06p4p0bVbRdK8H2uryPpEXl/x6+Hvwp/aI+KDfHfxH/wAEntZ/bJ1FNK8afs8+HPGniTxr+zfc+IPhz4j/AGdf2ifjt4Fk1eb4c/Hn4x+EPB3wv8Iaprq3vxE+HPx8+BmqeNv2hdc8L+L10rxx8PfBGo+CPDnh+88D0/8AZb/bP8IfswftTfsY/EH4Q+Ov2gvGn7fnwE+GXhD4qftdeFPih8FIvhz4C+LviT/gnt+z/wDsIfHjxV8TLD4mfEXwH8a9Ts9M1P4FzfGDRNR+HHwj+Jl/41j8Wvpt3Y+HtTgmt4wD9f8A9sb/AJNE/ao/7Nw+OH/qsfFFfR9fNX7Zttb3P7If7Ui3MENwIf2dvjZcRCeJJRFcQfDTxO8M8YkVgk0LgNFKuHjYbkYHmvpWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr4A/aY8IL4p+Ni+DLiL/QPjx+xH+1l8IzK+3yLvxBZ6l8Kb3Q9FbJy1zeeH/FHj3UrdCpT7Lo2pMWUgB/v+vlL9o5FtviV+xZragpLpv7UGoWEsyMyO1j4l/Zl/aO8Py2UjqQZLWfUb7Sbl7dyYpLuwsZmQy20LJ9dwPjq2XcQU8Xh5ctehlueYih0/wBrwmS4/GYB7r4Mfh8LUVteaCa1PquD4xq5njsJNc1PG8McYYWVPpUqPhbN62Ei9V8OOo4Wov70FvsfEPhT9o6/h1fw/wDHHwjpFl4+8X+N/wBg79hHSPAejT6vFYaPq3xF/aT+NPxI8GeGI/EOsxi5l0zw7YeKmtr7xne2Vrf6rp2haRrUtlpt9qVrFYy+tfEP9iP4tXHhL4Xv8G/jhZfD747D4g+NPG3xz/aH1Lwvba94h8W3vxC+HOq6J4rvtF8JXMb6fPaT67pHw68HeHPCs2t6DF4J+E+jx2PhrxJZ674Z0Oa6T4m/syfC34U/HP4Y+MPh/b6toup/tK/tNfBiy8T+EE1FH8DaddfA3wv+0x+0TJq/g3w8bUHwxd+JvED+I/E3jGy028TQtV8Qq/iaLSLLxDqviTVNc/TKv0fjfjbL8DmeVZxwJB0MBmOAw9enTzjLcJXqywWHyTDZIsox+AxLxuX4zA5Vm64kpQhKlLA5vUVHG4zC1IUsHhsJ6vD+fZtwHw9w7isrjgKebZvis/zTH1cVgsNmmHzLLI+34eyvCY3A5jSxGBxeX0K0M+xMsvxGFqYPGYrEU3mVDHLL8DHD8j4A8FaF8NfAngv4deF7YWfhrwF4U8PeDfD9qAB9n0XwxpFpoulwnAAJjsrKFWPdgSeTXXUUV+H1q1XEVquIr1J1q9erUrVqtSTlUq1as3OpUnJ6ynOcpSlJ6uTberPhsRiK+LxFfFYmrOvicTWq4jEV6snOpWr1pyqVatST1lOpUlKc5PVybb3CiiisjEKKKKACiiigAooooAK8A/Zq/wCSdeI/+y//ALWH/rU3xkr3+vAP2av+SdeI/wDsv/7WH/rU3xkoA9/ooooAKKKKACiiigAooooA+cP2xv8Ak0T9qj/s3D44f+qx8UV9H184ftjf8miftUf9m4fHD/1WPiivo+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5U/ap/0eL9nbVen9k/tV/Bn5v7v/CQ3es+DOvbf/wAJP5Xv5m3qRX1XXyN+2/4V+LPin4A3snwK8JN47+LXhD4kfBT4h+DPCaaz4c8PvrN14D+L/gnxNq0Kav4s1bQvD1o0Hh3TtYvCNR1a0W5W3a0tzPd3FvbTfR8IezlxPkdGtiMNg6OLzChgK2LxuIpYTB4almDeCqYjF4qvKFDDYWjDESqYjEVpwpUaMZ1Kkowi2vrOBPYy4x4coYjFYPA4fG5phstr43McVRwOX4Shmknl1bE4/G4mdPD4TBUKeKlVxeKxFSFChQjUq1pxpwlJXvi//wATT9pj9kDQfvf2PqPx1+J2zk7f+Ec+Fz/Df7RjoPL/AOFyeRu7fatoPz4P1XX5U/sl6z4q1/4w/A7wn8QNe1HxT8Qf2cP2df2pPgr4517WNQvNV1jXNe0f9of4M+A9J8XazqOoSzX2o6n428KfB/TfGK6pqMkuo31v4lkurqU3N3dA/qtXocZ5dPJ62S5NUqwr1cqyrG4OdekmqWIj/rRxHiMPiaPN7zoYrCV8PiqLfxUq0JK6ab9TxByqeQYjh7IKtenia2SZLj8BUxNFSjQxUf8AXPizFYXGYfntJ4bG4LE4bGYeTXv0K9OaummyiiivjD8/CiiigAooooAKKKKACiiigArwD9mr/knXiP8A7L/+1h/61N8ZK9/rwD9mr/knXiP/ALL/APtYf+tTfGSgD3+iiigAooooA+HdS/bu8DaV4zsLC6+E3xnk+C+p/Gi0/ZxtP2q9Og+Emr/AofHq7+M037OK/C++0vSvi5e/tAaPqcH7QMEnwauvE+s/ArT/AId2/jrybOTxmNNubXU5pfgZ+2Zr/wC0B4zisPB37Hf7UWl/Bu78Z/FTwbpv7UPijWP2R7H4NaoPhV4j8Z+ELvxPZ+FtL/as1n9pRfDPjDxR4KudH8Fy3f7P1rrdyda0LVvEWh+GvD82p6vpf5wfFD4Hy/E345aL8D/g6n7f3w903SP+Cg3wn/ag8b/Bjx78J7fw1+xNoI+FP7Wnhr9rT4pfHzwn8fdL+FE9p8QIP2gvEnhTWtZ8L/Bm3/aj8ZrpnxF+K8fi/wAUfs9/DnxX4d1O68G7n7IHgi2+DvxQ/ZQ+FX7L3hz/AIKUadaeF9c8UeGP2zrT9tKL9o4/DXQPhHpfwH+ME/h5/DVz8QJLf9iu7+J837SkPwUtItU/YDXUvDWreHbvxvf38954Tun1WgD9Jfjr+1za/Bvx5B8M/C3wC+Pv7Rnjaz+H5+LHjfQ/gPYfCS5ufhr8M5dZ1PQNK8W+KT8W/i/8I01dvEmraB4ps/C/g/4cnx38RPEUnhTxD/ZXg65WxQz+V+I/+Ckfwr02e+1zwh8J/jt8Wfgz4T8IfDXx38W/2ivh1o/wvk+E3wV8L/Fbwjo3xF8L6l46sPGfxY8GfF/XEtfhr4k8N/EbxUnwo+FPxLfwb4L1/TNa8TDS0llih8o1L4/eE/hb+2L8ZP2kR4C/aQ+Jvwy+NH7Pnwx/Zp8L6l8F/wBlv9oT4vy2Hxs/YY/ag/bn8MfFjwV4o0r4ffDnxDrXgqHXPEPxrtLHwR8QfG2meG/hH4u07wlq/iTRPiDfeGrnSNWv/wA6Ph78CPiZ+zn+wR+1z/wTe8afDL4+a78bv2tf2U/g18KvhP4q+H/wB+LXxI+Dw8W6r/wSk/ZW/wCCf+uWvjP42+BPC/iL4R/CtfAnxT+APiXxT4sufiz458C20fhDV9K1jQ59ajn3MAfvd+2N/wAmiftUf9m4fHD/ANVj4or6Pr5q/bNgS4/ZD/akEjTKIv2dvjZOvkXNxbEvD8NPE7IsjW0sRmhJGJbeUvbzr8k0UiErX0rQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfFfwp+AXiPwJ+2l+1H8ZJbPZ4C+LXgb4L33hi9W9sZIl8a2lp4h8NfEvSINLS6bUtP8iw8D/DjxFd3U9jbabqt54qmlsbu+1G21yOy+1KKK9XOM5xmeYnD4rHOm6uGyvKMopezjKMVhMlyzCZVhG1Kc26s8Pg6dSvPmSqV51akYwjJQj7efZ/mHEeLwuNzF0nWweTZDkVFUYShBYHh7J8FkmBclOdSUq08LgKVXE1OZKriZ1qsYU4zVOJRRRXlHiBRRRQAUUUUAFFFFABRRRQAV4B+zV/yTrxH/wBl/wD2sP8A1qb4yV7/AF4B+zV/yTrxH/2X/wDaw/8AWpvjJQB7/RRRQAUUUUAFFFFAGfpmk6VottLZ6Npmn6TaTahq2rTWumWVtYW0uq6/qt7ruu6nLBaxRRSahrWualqOs6tespudS1W/vdRvJZru6nmk0KKKAOb8ZeEfD3xA8IeKvAfi7T/7W8KeNvDeueEfE+lfa76w/tPw94k0y60bWtP+3aZc2WpWX23Tb25tvten3lpfW3medaXMFwkcqeKf8Mr/AAy/6Gf9o/8A8TG/a7/+fhX0fRQB84f8Mr/DL/oZ/wBo/wD8TG/a7/8An4Uf8Mr/AAy/6Gf9o/8A8TG/a7/+fhX0fRQB84f8Mr/DL/oZ/wBo/wD8TG/a7/8An4Uf8Mr/AAy/6Gf9o/8A8TG/a7/+fhX0fRQB84f8Mr/DL/oZ/wBo/wD8TG/a7/8An4Uf8Mr/AAy/6Gf9o/8A8TG/a7/+fhXxT8MP+CtXhH4xeE/hj4n+H37GP7cOtXfx4+AUP7S/7PPhCXwf+z1pXiv45/CXT7fwJN4/17wfBq37Sllonhk/C+b4meA7HxGPi3rvw2tPFt34v8KH4O3vxQtPF3hO61z0n4k/8FL/AIYeBPgr4K/aV8O/A/8Aac+L/wCzn4m/Zw8JftceKPjd8Nvh74Ts/Afwq/Z58ZeH5vF2n+PfGsvxS+Inwz13xBf6V4PtNQ8XeLfhx8H9D+KXxX8HeGrSHWfE/gXS7LW/DMutgH0ND+yl8No5Lp38X/tJTLPOssMbftiftcKtrGLa3hMEZX44AujTQy3RaQlxJcugOxEAn/4ZX+GX/Qz/ALR//iY37Xf/AM/Cofhr+0zovxU+PP7QPwJ8NfDT4qQN+zV4r0rwH8RPitrFh4IsvhTceOde+D/wJ+OWieE/C15F48uvHeuarqHgD4+6DePKPANrpWkXvhTxZaeINS0hbz4fz+O/HtT+Lvx+sP8AgpR8Lvghq1x4S0X9nbxr+yX+1p8Q/D/h7TbaPV/F3i/xr8GPiR/wT60XTviJ4l8R3Vrbz+GLLTx+0d8S/AeifDrRIpLeSLRbjx54l8R+IpvFHhfw38NQD2f/AIZX+GX/AEM/7R//AImN+13/APPwo/4ZX+GX/Qz/ALR//iY37Xf/AM/Cvyc/Zz/bw8VeKPjb+wtompftY3HxF+Ln7V3jHXfh/wDtc/sNa54e+Ct4n7Cnj7R/2PPjt+0N4i8FaXqnwy+FfgX4u/DjXvB3xT+CzfDTStC/aY8cfEbV/ih4OvfEXirwa91H4ZvNeh/fKgD5w/4ZX+GX/Qz/ALR//iY37Xf/AM/Cj/hlf4Zf9DP+0f8A+Jjftd//AD8K+j6+YP2nP2pdA/Zih+CtvqHww+Lnxf8AFP7QPxil+Bfwx8C/BnSPBureJ9W8fL8HPi/8bLeLUZPHnjr4eeGdC0C48L/BXxTYXPifV/Edponh/U73SNR8WXmgeDIfEni3w6AaH/DK/wAMv+hn/aP/APExv2u//n4Uf8Mr/DL/AKGf9o//AMTG/a7/APn4V4B8JP8Ago98Oviz44+DPg5Pgh+0d8P9P+OXjj4tfBjwn4/+IPhb4cWfgjTv2kvgRpPxS134v/s2eIZfC3xV8WeKLf4k+BNM+CHxgbUPFOkeFta+Bep6r8OPFXhfw58Yda8WWKaFM/Rv+Ch/h2817xn4a8Tfswftb/DTWdI/Z2+MH7Ufwx0v4jeA/htoGt/tB/Cj4Hah4L0jx9J8MfC1t8XdT8W+EfGthq3xL+GunRfDr9orQfgT43Sfx7oD6joenW0etT6QAe62/wCyl8NoY2SXxf8AtJXLGe6lEj/tiftcIyxz3M00MACfHAApawyJaxsRveOFXkJdmJn/AOGV/hl/0M/7R/8A4mN+13/8/Cr/AMHf2lfhr8ePEvjDQfhnLq+vaZ4N8F/Brxrd+NktrBfBuqwfHHwpqHj3wnoOi3qanLq1x4i07wInhfxj4itb3RbDT7TQviJ4Hm0zVNXur7V7TRPCdT+Lvx+sP+ClHwu+CGrXHhLRf2dvGv7Jf7WnxD8P+HtNto9X8XeL/GvwY+JH/BPrRdO+IniXxHdWtvP4YstPH7R3xL8B6J8OtEikt5ItFuPHniXxH4im8UeF/Dfw1APZ/wDhlf4Zf9DP+0f/AOJjftd//Pwo/wCGV/hl/wBDP+0f/wCJjftd/wDz8K/Jz9nP9vDxV4o+Nv7C2ial+1jcfEX4uftXeMdd+H/7XP7DWueHvgreJ+wp4+0f9jz47ftDeIvBWl6p8MvhX4F+Lvw417wd8U/gs3w00rQv2mPHHxG1f4oeDr3xF4q8GvdR+GbzXof3yoA+cP8Ahlf4Zf8AQz/tH/8AiY37Xf8A8/Cj/hlf4Zf9DP8AtH/+Jjftd/8Az8K+j6KAPnD/AIZX+GX/AEM/7R//AImN+13/APPwo/4ZX+GX/Qz/ALR//iY37Xf/AM/CvL9G/a8+Hul/HnxZ8Gb69+MHiPxJ4j/bftv2Q9Hg1nQfhnB4L8BfEKD/AIJt+Gf29pbLwnqHh6XQvFN58H7z4U6Dqmo3OveOk8afExfj7408TeGLOK1+Ddr4On8J+f8AgP8Aa81H4z/tjfAPwd8Pr3xBovwb8R/B/wD4KzaN468I+JtB8Kwajrfxl/YL/bl/ZB/ZHs/FltqdjLrur2fh+z1fXfjnL4TtrHxDpkHiXwr400bWPGvhm18SabpemeGAD6Jtf2UvhtBbW8M3i/8AaSupoYIYpbqT9sT9rhJLmSONUed0j+OARHmYGRlQBFZiFAAAqf8A4ZX+GX/Qz/tH/wDiY37Xf/z8K8Y/aR+Lvx+8A/tZfsA+B/Cdx4S0H4C/Gj9oDxZ8MfiZPNbR6543+Id6v7Ff7cvxss/DVkt5ax23w+8OeA/EnwA+HHiW71rTZNV8Q/EHUPEsOhwXngzw/wCDfElh8TfgPx7+3h4q8GfFbTr3U/2sbjw38eV/b/8Ahv8Asra5/wAE3tX8PfBXWdEh/Z8+Jv7eWh/sueBf2gmstM+Fdh+1H4VTx98AfGHgz9oHw38WPEHxkv8A4HXPjjxBpfw4t9DmvNa0/wAORAH6x/8ADK/wy/6Gf9o//wATG/a7/wDn4Uf8Mr/DL/oZ/wBo/wD8TG/a7/8An4V9H0UAfOH/AAyv8Mv+hn/aP/8AExv2u/8A5+FH/DK/wy/6Gf8AaP8A/Exv2u//AJ+FfR9eA/tRftHeBf2SvgV45/aA+I+neKNZ8J+BR4Zt7jRfBdjpd/4n1zWfGnjDw/4B8JaJpQ8Qa14a8MadJrPi3xToemXHiDxh4o8LeCvDFndXHiPxp4p8NeFdK1fXLAAzv+GV/hl/0M/7R/8A4mN+13/8/Cj/AIZX+GX/AEM/7R//AImN+13/APPwrzOz/ba0+4+F+heNbv8AZz/aO0P4j+MPiZdfCD4f/s4eIdO+C+j/ABZ+Jnj20+HOrfGKSx+G3jO7+NifsxeOfDr/AAm8OeKfHsPxC8O/tD3/AMOZbDwj4r8PL4t/4Trw9qnhS24HxF/wUp+HNjN8C9G8D/Aj9pb4y+Ofj14K/aU8ZaH8Ofhf4U+Gl14t8FXH7IPxJ+GPwm/aK8GfEibxl8WvBfhTw74y+HHjj4ltoNzZWXijWdH8Q634I8VeFvCWua94y1P4c+HPHwB9B2v7KXw2gtreGbxf+0ldTQwQxS3Un7Yn7XCSXMkcao87pH8cAiPMwMjKgCKzEKAABU//AAyv8Mv+hn/aP/8AExv2u/8A5+Fd3ovxPs/iT8EdJ+M/wKj0b4n2Hj74V2HxP+DkV1rk/hPw/wDEOz8U+EYvFfw9jufEsmi63c+GtG8Ww3+kLNrj+HdWn0ay1Br9tFv5LY2Mv5PaX+1r8cbX9j/4feM/jp8ctO+F8Wu/8FA/26/2Zf2jP2wfBfhj4beB9B/Zx+EHwO/aJ/bo+G/ww+Jmk6T8WfDXxW+FnhDw/J4t+BvwE+Bp1z4vaL4807S9N+Ij6/401zVvEa3Pi4gH6Tf8Mr/DL/oZ/wBo/wD8TG/a7/8An4Uf8Mr/AAy/6Gf9o/8A8TG/a7/+fhXz5/wTs/aL1P4/aH+1Bo0nxkj/AGjPCv7Pv7Ti/BX4b/tASeHvC/h3V/jD4D1D9mr9mz482PjDXE8A+HfB3w18Q3MWtfHHXvDej+Ofhl4O8LfD7x/4S0Dw34z8LaSdO1xNQvv0SoA+cP8Ahlf4Zf8AQz/tH/8AiY37Xf8A8/Cj/hlf4Zf9DP8AtH/+Jjftd/8Az8K+j68f/aF+NfhX9mv4BfHD9ozx1p/iDVvBPwB+D/xL+NfjHS/Cdrp194q1Lwr8K/BeteOvEOn+GbHWNV0HSLzxBeaRoV5b6Na6prmjadcajJbQ32q6dbPLeQgHIf8ADK/wy/6Gf9o//wATG/a7/wDn4Uf8Mr/DL/oZ/wBo/wD8TG/a7/8An4V4Zp3/AAUT+G62Xxwj8cfBz9oX4TeMvgnpvwD1xfhj8RfCfgW18ffFXQf2rPG/iT4Wfsy6l8MLLwv8SfFWhSXnxr+LPhDxL8LPDvhH4h+Ifh54+8LeOdJm0z4oeE/AVrPZ39zf0L/goX8IZryDSPiF4L+KXwU8SaafjbpnxJ8OfEy1+HMt38GvGnwL+F3w/wDjtr/w8+ImsfDn4lfELwlN4q8V/Af4iaX8afAdx8P/ABH478Ja38PtK16/v/FOjapa2WkaiAeu2v7KXw2gtreGbxf+0ldTQwQxS3Un7Yn7XCSXMkcao87pH8cAiPMwMjKgCKzEKAABU/8Awyv8Mv8AoZ/2j/8AxMb9rv8A+fhW8PH/AI/+IvwE8K/Ej4OeEI9B8bfEzwf8O/Evhnwz8ZlTS5/h/a/EIeHbrU774haN4U1bVotV1z4YeHdb1LX9Z8BeHfFtrB4y1vw1J4H0v4h+HYtbg8a6Z+Teg/tl+O/En7If/BLbx1+0J+1bdfsgeE/2qP2G/Bvxr+N37ammQ/s7eDbS0/aTuvhx+zB4n8IfCee8+P3wm+JfwC8G2vx3tPiV8d/FdpZTeCNLvZrv4U2nhrwLqGk3F6unXwB+o3/DK/wy/wChn/aP/wDExv2u/wD5+FH/AAyv8Mv+hn/aP/8AExv2u/8A5+Feb/8ABPX49+J/2lP2W/D/AMUfF+tQeKNZg+LX7UfwpTxdF4SvfAVx420P9n39qb4z/AHwr461fwRfw2tx4S8SeN/C3wy0bxX4p8Oiw0u20jxJrGq2Njo+j2UFvplp9r0AfOH/AAyv8Mv+hn/aP/8AExv2u/8A5+FH/DK/wy/6Gf8AaP8A/Exv2u//AJ+FfR9eJ/HL436X8EdD8L3LeDvGPxO8a/EPxa3gH4WfCb4eXHgOz8efE/xtB4P8X/EW+8NeFr34peOfhn8ObK+034efD7x342vrnxj4/wDCulR6H4S1YRajNqbafp18Ac5/wyv8Mv8AoZ/2j/8AxMb9rv8A+fhUF1+yl8Np7a4hh8X/ALSVrNNBNFFdR/tiftcPJbSSRsiToknxwKO8LESKrgozKAwIJFfP/iH/AIKReBLY/BbSfh3+z7+018cvH3xw+H/7TXjvQ/hh8KvDXwnbxj4Ruv2PviR8MPhH+0D4C+Id38Q/jJ8PvA/hnxz4H+IvxPt/CH2ZfGWoeGtb8R+E/Evh3Q/E+oeIL/wJpXjW9rf/AAUm+Blp4C8BfFnwj4W+KXxN+E3if9nz4UftaePviL4O03wHpukfAD9mD42aZ4k1n4cfHL4yaB8RfiH4C8ex+ENb0zwP4+vrrTPhj4P+JvjbQbPwH4qvdf8ACemWVhDcXQB7z/wyv8Mv+hn/AGj/APxMb9rv/wCfhR/wyv8ADL/oZ/2j/wDxMb9rv/5+Fdd8bPA3xR+InhXTvDXwr+OGrfs+6hP4jsbnxR4/8LeA/Avjzx3/AMIhb2OqfbdF8Ax/E/TPFPw58L+J7/WH0Kc+K/Gfw4+KOk2uhWWt6PD4KOq63pvifw1+UPgT4o/tYfFD45aX+xa37VHxJ8NaJp3jL9sbxN4Z/bH8I/DX9nBPjP8AGz4Rfsraf+xJ4O1LRrrR/F3wS8X/ALPGmeINA/aN/a4+Ifwh8beJ/CvwG0ax16L9nC7m8P6X4Qv9fvpnAP0w/wCGV/hl/wBDP+0f/wCJjftd/wDz8KP+GV/hl/0M/wC0f/4mN+13/wDPwrn/ANin4p+L/i98ArXXvH+sx+JfGvgv4vftN/APxR4sj0Ww8NjxnrP7L/7TXxf/AGbb3xvJoGku+k6NceNJfhQfFN1pmlLBpdlc6vNBp1nY2aQWUH1fQB84f8Mr/DL/AKGf9o//AMTG/a7/APn4Uf8ADK/wy/6Gf9o//wATG/a7/wDn4V9H1+b/AMQv+CmPw2+HPxY+Lfw01H4DftO67oHwK+OPwj/Z1+KPxn8LeC/h5qnwq8P/ABX+Pvw8+CPjv4LeG9OSb4q2PxP8Z3XxD1H9oL4b/DbTrTwJ8M/E+p6D8RNWtLPxpp/hjwvr/g3xX4oAPpH/AIZX+GX/AEM/7R//AImN+13/APPwqCb9lL4bSSWrp4v/AGkoVgnaWaNf2xP2uGW6jNtcQiCQt8cCURZporoNGQ5ktkQnY7g+S+Hf27bTxZ4C8da74e/ZY/aw1b4s/DT48f8ADOHjn9mbT/CnwjvvjB4Y+Jcvw18L/GjTm17xZZfGm4/Zp0PwPq/wg8b+CviBpvxL1r9oLTvAElr4u8OeD7jxHbfEzVrTwPJleAf+Civw7+J3iD9nDwj4K+C37Q2reL/2jLb9peceGJfDnw20vUvgpL+x3+0J8L/2Zf2lLP43XGrfFWx0jRbn4W/E74nR2163gTU/iFaeJrDwd4qTwPdeJ9cvfAeh+NgD3b/hlf4Zf9DP+0f/AOJjftd//Pwo/wCGV/hl/wBDP+0f/wCJjftd/wDz8K4P9qXwP8YNQtfEHxK0P9t3xd+yb8K/hr8NdW8SalD4C+EfwM8XPceIdCGua3rniz4p+JPjf4E+LLa18N7LQLfRoIfAfw00L4TeMYpLDxJeSfFTUX8QaJZ+EfzHuv2o/wBtHxX+zn+1x+2J4x+Kni39nLxV/wAE/fgt8NvFXxM/ZH8MfDv4M698PPHHxS8OfsDfAL9uz9oDwh8TdW+Inw98V/GOCG5k+OUvwd8Kp8Nfi18LZ/CsvhT+3NTbxHdzTfaQD9dP+GV/hl/0M/7R/wD4mN+13/8APwo/4ZX+GX/Qz/tH/wDiY37Xf/z8K+j6KAPnD/hlf4Zf9DP+0f8A+Jjftd//AD8KP+GV/hl/0M/7R/8A4mN+13/8/Cvo+vya+GH/AAVq8I/GLwn8MfE/w+/Yx/bh1q7+PHwCh/aX/Z58IS+D/wBnrSvFfxz+Eun2/gSbx/r3g+DVv2lLLRPDJ+F83xM8B2PiMfFvXfhtaeLbvxf4UPwdvfihaeLvCd1rgB9rf8Mr/DL/AKGf9o//AMTG/a7/APn4VA37KXw2NzDMPF/7SSwxwXET2o/bE/a4Mc0k0lq8U7OfjhvV7ZYJo0VSEdbqQuCUjI+efiT/AMFL/hh4E+Cvgr9pXw78D/2nPi/+zn4m/Zw8JftceKPjd8Nvh74Ts/Afwq/Z58ZeH5vF2n+PfGsvxS+Inwz13xBf6V4PtNQ8XeLfhx8H9D+KXxX8HeGrSHWfE/gXS7LW/DMut+y+JP2zfhb4W+JPij4R6lovjp/iB4b+NXwF+Cdr4etdM8PvdeLL79oTw7B4q8K+PvCgm8UQC7+HPhzQ9P8AiRe+NNU1P+yPEOnp8Ffin/YnhfxD/Zfh0+JwDqP+GV/hl/0M/wC0f/4mN+13/wDPwo/4ZX+GX/Qz/tH/APiY37Xf/wA/Crvx2+GHxf8Aid/wi1h8OP2nvGf7MvhvSxr17421j4X/AA7+Dniz4l+Jbl4tLXwxa6P4n+Pfgn4vfDfwj4a0oR6/P4psrn4OeJfEHiWW80E6N4t8EwaFqkHin8vPgB8Uv2xv2wfEFx8LF/ai8XfALVvg3+z7ovxctPid8MfhN8CL9v2nNK+L37U37Z3wa/Zo+LXjLw58YPhj8UdM0D4ffEP4KfsieHvjZrfg/wCFsXw11i+ufjV9l0HxroWlaXptpZAH6bf8Mr/DL/oZ/wBo/wD8TG/a7/8An4Uf8Mr/AAy/6Gf9o/8A8TG/a7/+fhVn9kT40Xf7SH7J/wCzD+0PqFhDpV/8ev2ePgr8aL3S7aNorfTbv4o/Dbw144ubCCJ7i7eOGzm117eKN7q5ZEjVWuJiDI30NQB84f8ADK/wy/6Gf9o//wATG/a7/wDn4Uf8Mr/DL/oZ/wBo/wD8TG/a7/8An4V9H0UAfOH/AAyv8Mv+hn/aP/8AExv2u/8A5+FeueAPAHhf4YeFrPwb4OttTtdCsr/xBqqDWvEniXxhrF1qnirxDqvizxFqeq+JvGGr694m1rUdX8Ra3quq3t9rGr311JcXkgEoiWONOzooAKKKKACiiigAooooAKKKKACiiigAooooAKK8v0j4j6pruk6Zrel/C34g3Omazp1lqunXJvfhjAbiw1C2iu7Scw3HxIinhMtvNHJ5U0Uc0e7ZJGjhlGh/wmXiP/ok3xA/8GXwr/8Anl0AfIH7OP7DH/DP/wDwwL/xdH/hLf8Ahhz9gDxl+wx/yJP9g/8AC0P+Et/4Yr/4uj/yN2tf8IV/Z/8Awx//AMiT/wAVb9r/AOFif8jdbf8ACJf8VN8A/Hj/AIIean8av2XPg7+y5P8AtO+Gn8NfDH/gnz8NP2FpNS+I/wCzpcfFPTtE1j4YfD3X/Bdp+0d8D/A118dvDPhH4R/FHxtdavpUnj678R2Pxb1pvC3gjwLonw68XfDfxd4eh+I0v7e/8Jl4j/6JN8QP/Bl8K/8A55dH/CZeI/8Aok3xA/8ABl8K/wD55dAHkHgD4B+Kvhf40/ao8deDviF4fbV/2nv2n/hh8fLy38TfD7UdX07wd4V8J/AL9lD9nPx18PbaHS/iH4dudb8QeLvBP7OHiHVPCfxBlvNL07wH4q+IejX2sfDz4iaR4CvtD8fdB4j+Bf8AwkH7U/wb/aX/AOEp+yf8Kk/Z/wD2lvgX/wAIV/Yn2j/hIP8Ahoj4i/sneP8A/hKf+Ej/ALXh/sr/AIQ//hl/+yf7E/sHUv8AhIP+E4+3/wBr6J/wjP2PxB3/APwmXiP/AKJN8QP/AAZfCv8A+eXR/wAJl4j/AOiTfED/AMGXwr/+eXQB8p/D/wDZZ+N03xZ+GfxG/aX/AGk/D37QWn/s/XPjPU/gNY6P8BbD4O+K7LxT428Lax8PL/4h/GXxHovxI8UeEfiJ4/sfht4l8W+DdMufhr8M/gL4HgtvGXii/l8AT3dxo/8AYf3ZXn//AAmXiP8A6JN8QP8AwZfCv/55dH/CZeI/+iTfED/wZfCv/wCeXQB6BXgHxk+Bf/C2/iL+yd4//wCEp/4R/wD4Zf8A2gPEfx0/sn+xP7V/4Tj/AISD9lj9pb9mj/hFvt/9r6b/AMIz9k/4aI/4TX+2/sfiD7R/wh//AAjn9kQ/8JB/b2id/wD8Jl4j/wCiTfED/wAGXwr/APnl0f8ACZeI/wDok3xA/wDBl8K//nl0AfIHg39hj/hEv+Gcf+Lo/wBof8M//t//ALan7c//ACJP2T/hLf8AhsD/AIb6/wCLXf8AI3XP9g/8K7/4bj/5Hb/idf8ACW/8Kv8A+RR8M/8ACa/8Ul8w/syf8E02/Yn+Otx+2J43+NcPxhuPhr+y18dvg5r8vhP9mTxhqX7Qfxf0Hxh4z+AfxUb4lfFzxpoXxH+MnxT/AGhfjtan4C6vYXHh/wACeBNI0TxtrXjsL8J/hD4B1w63pfxC/V3/AITLxH/0Sb4gf+DL4V//ADy6P+Ey8R/9Em+IH/gy+Ff/AM8ugD86/wDgl5+y740/Zq/Y20vw1oVxeeCvFfj/AONOo/EtbT4xeBdTv/Emifs/aR418M/Dn4KfDHxF4MsPF3g7VvCXj7w7+wZ8LPhD8GtGGra3e/8ACpPGukaXqPiXwh420/wfqHw8137V8R/Av/hIP2p/g3+0v/wlP2T/AIVJ+z/+0t8C/wDhCv7E+0f8JB/w0R8Rf2TvH/8AwlP/AAkf9rw/2V/wh/8Awy//AGT/AGJ/YOpf8JB/wnH2/wDtfRP+EZ+x+IO//wCEy8R/9Em+IH/gy+Ff/wA8uj/hMvEf/RJviB/4MvhX/wDPLoA+U/h/+yz8bpviz8M/iN+0v+0n4e/aC0/9n658Z6n8BrHR/gLYfB3xXZeKfG3hbWPh5f8AxD+MviPRfiR4o8I/ETx/Y/DbxL4t8G6Zc/DX4Z/AXwPBbeMvFF/L4Anu7jR/7D+7K8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD8kfBP7OHxZ/aI8e/tLfH34d634i/Zq8X+Gv8AgqlYftRfsxeJ/j7+z94t1nRfG+i+DP8AgmF8Ev8Agnp8Qb3xx8B/EHjL4GfE258AeLHl/aD0rwRqC+MvhtrV/c6R4K+KWhXWt+CL3TbbxT7h8Dv+CfvxD+BWofD/AMa6R+0bovjL4sfDnwB/wVI0TTPF/jX4Is3h3xB8Q/8AgpD+2V8M/wBsey8eeLfBfhH4r+EmudF+D3iT4bxeFNe8D+GPEnhNvirY63d6povin4Pm0ttLP39/wmXiP/ok3xA/8GXwr/8Anl0f8Jl4j/6JN8QP/Bl8K/8A55dAHAfGT4F/8Lb+Iv7J3j//AISn/hH/APhl/wDaA8R/HT+yf7E/tX/hOP8AhIP2WP2lv2aP+EW+3/2vpv8AwjP2T/hoj/hNf7b+x+IPtH/CH/8ACOf2RD/wkH9vaJ4l4l/ZZ+N3xK+KGjy/GT9pPw98Rf2b/B3xu0T4/wDgj4Qr8BbDwp8ULXxh4I8UJ47+FfhTxd8bND+JC+FfFXwz+E3ji00LxJ4O03T/AIDeFfiJqFx4P8JL49+KHjWa28Q3fib6s/4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQK8g+Pnw2174wfB7x58M/DXi7SPBGr+MNIj0qLXvEnw68KfF3wnJaG/s7nVfDvjX4ZeNU/sDxz4F8ZaTb33g7xx4ce90LVtR8Ja9rMPhrxV4Q8SnSPFGkb//AAmXiP8A6JN8QP8AwZfCv/55dH/CZeI/+iTfED/wZfCv/wCeXQB+S2k/8EdPBo/Zjj+BXjTUP2YfiFf6D+1b4k/a4+HHw+8S/sc299+wT8MvGHiH4Sa58FG+H3hP9hvUvjpqYtPhFaeGfFvjT4gw+D1+PkVxB+0D4v1v4v6ZrGlu9p4XtMZ/2Kfjx8HPj1+wJ8Of2ZfHHgH4Q2Hwd/Y1/wCCjuheKvit4U/Y18H6P+zlp2v/ABm/aP8A+Cf/AI2Pw9074HfCbxF8KPA/wwu/Ez2/xD8Y/CDS4fHlz4outR+Fd14o8fXvxvbS/ipJ4w/YL/hMvEf/AESb4gf+DL4V/wDzy6P+Ey8R/wDRJviB/wCDL4V//PLoA4/4D/BpP2ffAHw6+CXgzVtNf4HfBr4H/Bv4NfCrw3d6FqDePNIT4WaLq3hK+1bxT49fxRNo/ijTdb8IWXw5sNE0Kw8AeF9Q8Naz4b8Yazqfijxja+NtH0XwB4X4Y/Zd+M/wn+CGofDn4D/tHaL4D8fTftS/tQ/tIw+MvFvwPsfiL4D1zSv2mP2mfjx+0RqHwj8e/Dc/EPwp4n1Xw34XPxst9CXxN8P/AIvfC3xhrOveAtE8Tx6ponh7V/EPw8v/AKk/4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA83/Zu+A8/wL8NeNm8ReLoPiH8Uvi98Sdb+MXxn+IVn4aHgrS/GHxE1vRfDfhNLnQfBo1zxQ/hTwx4b8C+CvBPgTwpoV14n8T6pZeGfCWkjW/E3iLW31HWr76Irz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA9ArwD9rH4F/wDDUH7LH7S37NH/AAlP/CD/APDRH7P/AMZPgX/wmv8AYn/CTf8ACH/8Lb+HXiPwB/wlP/COf2v4f/4SD/hH/wDhIP7W/sT+3tE/tX7J9g/tfTftH2yHv/8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APkj44/sOQfGf4lfHf4nf8LMk8Naz8VPhh+wh4b8D26+Do9Zg+G3xR/4J/wD7UHx5/az+EvxL1LzfE1hH470TVPib8WvCSa98PWg8Kl9F+Ht/Zr4vlbxoJPC3g3xl/wCCWsv7Q3wO8b+BPix8dLZPjD8X/wBqPwt+0z8ZPix8N/hbd+DfCXiJ4fgx4R/ZI+J/wy8F/C3Xvih471bwT4N+K37E/h7W/wBnXV5NU+KfjbU7I+NfEXji9n8QNcy+Frj9MP8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6AOg0W18U2+o+LJPEGs+H9T0i71+2uPAljovhnUdB1Hw34VTwr4Zs7vRfFmqXvizxHa+NNfn8bWnjHxBbeJdH0fwDptp4V13wz4Ol8J3mreE9U8deNPhzwJ+yl+0Z8Cv2Xf2Ov2e/2dv2qfB3g7Vf2W/gF8OfgD4n1z4l/s3RfFL4ffGfTPAHw18EfD608Z3vgHR/jJ8MvH3gPxZYTeDbjW/CUOg/HG/8AC+lp4p1zS/Gvh34km28O6hof2H/wmXiP/ok3xA/8GXwr/wDnl0f8Jl4j/wCiTfED/wAGXwr/APnl0Acv+z18EtA/Z3+EPhX4TeHtS1DXotDn8T67r3ifV47WDV/GPjz4g+Lte+IvxK8c6tbWEUGn2mqeOPiH4r8UeLdQstOgg06yvNZmtbCGG0hhjX2ivP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Ar4y/be/Y28Eftp/DrwN4Q8YaF8G/EmpfCv4nW3xg+H+j/tE/BW0/aN+BNz42h+HvxF+Fm/4ofA298Y/DyL4jaLa+Efip4tutF06Px14Wu9D8aQ+F/F9lqn2vw5DaXX0b/wmXiP/ok3xA/8GXwr/wDnl0f8Jl4j/wCiTfED/wAGXwr/APnl0AfHv7PX7B+kfADxX+y34m0TxR4Es7L9m/8AZ4/a1+CEngj4YfAP4f8AwJ+Heu6p+1l8cP2a/jnrniXwX4B+GE+k+D/hf4b8Ga38AdQ0bSvB0Gh+LNe8TWvjePxB4z+IuueNNH8QeJPHnxn4g/4IjfDHXvh9+y14R1a8/Zg+I3iv4Ffsc/swfsT+M/ij+0Z+wz8NP2lfFOo/Db9mLTfElvovin9nTRvix441jwP+zr4+8X6n478baj4mvPFfhb9oXwvqEE/gyw1fwprb+B7O91L9jv8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APBv2mPhJ+1T8XPh34p8GfBT9pr4ffAHWdZ+JXhjVdJ8XT/ATxn48v7T4Laf4V0WDxj8Kdal8PftK/CbxG/i/xt46tvEGoj4z/DvxZ8Ldd8IfDrW7HwZ4U8Oaf8QNBj+NN/4ZbfsjftW6fYfBvxhon7RH7KHhH48/AbTfiT8MPh5r/gv9h34h6J8AYv2b/ihpfwkk134R6v8AAu7/AG4tX8bf25ZeNPgx4H8W6T468LftBeEtJgg8P6J4fufh7d21pqd7rf3Z/wAJl4j/AOiTfED/AMGXwr/+eXR/wmXiP/ok3xA/8GXwr/8Anl0Acn+zx8G4fgL8KdJ+Hh15fFesP4k+JHxC8a+K49Ft/DVv4r+Jvxm+Jfi/4x/FXxRZeG7a81KHw7p3iP4k+PfFWtadoC6pqzaLYX1vpkur6rLavqFz7ZXn/wDwmXiP/ok3xA/8GXwr/wDnl0f8Jl4j/wCiTfED/wAGXwr/APnl0AegV8AeMv2GP+Et/wCGjv8Ai6P9n/8ADQH7f/7Ff7c//Ik/a/8AhEv+GP8A/hgX/i13/I3W39vf8LE/4Yc/5Hb/AIkv/CJf8LQ/5FHxN/whX/FW/X//AAmXiP8A6JN8QP8AwZfCv/55dH/CZeI/+iTfED/wZfCv/wCeXQB+f/xw/wCCdeu/FW3/AGiX0H44aboE/wAef2xfBH7WN54X8X/DTxF4x+E+qWHg/wDYw+DP7IT/AAV+M3gjwl8ZvhV4j+L/AIAvbn4R2vxstV0z4h/DMWXj+HwNbajp2u6T4I1CPxm/9jb/AIJuWv7Imofs63dl8VtN8WWX7P3gH/got4DtNH0X4SaL8NNH1u1/b5/bK+EP7WtvLpOieG/E934d8Dab8G4vhSnw3sfDWg6JJovim11qLXtLg+H9josHhG8+/f8AhMvEf/RJviB/4MvhX/8APLo/4TLxH/0Sb4gf+DL4V/8Azy6APiz47/s3ftufFbxT8FNf8MftZ/s2eHtA+HPgrw9cePPhf4//AGLPif8AET4ZfEj9oLR9StdWHxpttJ8Mft1fCbxJonh7w7qFhaah8LfhB4x8WfFLR/AmuBPGOseJfHPjvQvAninwZyvj/wDYX+Onj5fjP4Yuf2jvhDpvwr/bE8MeFNP/AG3PBNv+y14hudX+JPitfgv4O/Z++LXiD4D+K7v9pmSH4H6N8VfhR4D8L+EV8OfEjw1+0tf+DNP0eym03xTqWprc6jdffv8AwmXiP/ok3xA/8GXwr/8Anl0f8Jl4j/6JN8QP/Bl8K/8A55dAHoFFef8A/CZeI/8Aok3xA/8ABl8K/wD55dH/AAmXiP8A6JN8QP8AwZfCv/55dAHoFfAH7OP7DH/DP/8AwwL/AMXR/wCEt/4Yc/YA8ZfsMf8AIk/2D/wtD/hLf+GK/wDi6P8AyN2tf8IV/Z//AAx//wAiT/xVv2v/AIWJ/wAjdbf8Il/xU31//wAJl4j/AOiTfED/AMGXwr/+eXR/wmXiP/ok3xA/8GXwr/8Anl0AfiF8eP8Agh5qfxq/Zc+Dv7Lk/wC074afw18Mf+CfPw0/YWk1L4j/ALOlx8U9O0TWPhh8Pdf8F2n7R3wP8DXXx28M+EfhH8UfG11q+lSePrvxHY/FvWm8LeCPAuifDrxd8N/F3h6H4jS/VWvfAmD4rf8ABXDwT8etO0T4l6f4b/Zr/Zw1Hw78RNU8Q+APFPhT4aeMPjZqT+ILP9nC9+HnjDxNpOmaJ8WL/wCGvwZ/aT/bL0rxZrfw4ufEWgeBNQ+K8Hg7XNfs/Fk+v+G9M/Tvw7rdr4m8P6F4ksYrmGy8QaNpmt2cN4kSXcVrqtlBf28V0kE1xAlzHDcIk6Q3E8SyhhHNKgDtsUAfB37Uf7PX7W3x28MeCfC3gP8Aad+B3w40TT/G3xI1X4s+FPGH7Knj/wCJfgb43/DjVtZ1A/Cb4WeKtL8N/tf/AAg8XaZo/hHwrc2Gn/F99N8ePoH7QPiLTp5dU8IeB/hVr/iH4M6nzGpfsvftiJ4p0z4veDv2qf2d/Bvx48UfCTSPgn8ePE9r+xh411T4Z+OPBvgD4hfE7xp8GdU+F/w3vv2yh4o+FPjP4a2Pxe8eaSb7xZ8WfjT4Q8Saj4h1HW7nwLp1qbDQNO/RiigDzf4N/Czwt8DPhD8Kvgl4Ging8E/B34b+BvhZ4Pgunie6h8LfD7wxpfhLw/FcvBFBC88ek6RaJM8MEMTSKxjijQhF9IoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD8iP+Cjf7QXxe/Zj/wCCbXh/4sfA7xe3gf4gabafA7SbLxAuheGvERg0/WotKs9Tt/7M8WaNr2jSfarZjF5sunPNDnfbyRSfNX8t3/D6/wD4Kc/9HOTf+Gg+An/zrK/pX/4Kw+A/HHxH/wCCWWj+F/h54N8V+PPE1wPgFdW/h3wZ4d1fxRrs9rZnSZru5h0jQ7O+1CWC1iBluZkt2jgjG+VlXmv45v8Ahjr9rr/o1j9o7/wx/wATf/mYr/SP6JnDnhdmvhhjMVxlkPAOZZsuLc1pU8RxNlfDuMzFYKGX5NKjShVzWhUxKwsas67pQjL2Uak6rglKU7/62/Qf4U8Gs78HMfjOPuGvDLN88jxxndCniuL8m4Vx+arAQyzIJUKMK+dYari1g4VqmIlRpxl7GNWdZwSlKbf9sP8AwRj/AGl/jd+1Z+yTrfxM+PvjdvH3je0+M/jHwpb643h7wp4ZMegaV4b8D39hp/8AZ3g7QvD2kuILvV9Rm+0vYNeS/aNk1xJHFAkX3Z8DvjmnxaX4y6Xr3huPwD4z+Bfxp8dfCPx14Zm10a5BaWukRaZ4x+G/jGHWJNJ0ENp3xN+CfjH4bfFFbRtPEfhmfxde+EJdS1q58NXWs3v5n/8ABBb4dfEH4YfsTeIPDnxK8CeMvh54hl+PfjrVItB8c+GNb8JazLplz4U+HsFtqMel6/Y6ffPY3E9pdQwXawG3lltriOORnhkC+uftofA/4w658VotN+Cui6vJ4M/bo8DaJ+yl+1B4j0GSe0n+GPhbwlrepeLh8Ylv7NoJfDOpX/7O+uftN/CKz8axSHVZvi1rf7LuiCVbXSbJrT+KvGjDZTg/FXjzC5Fh8uwuT0OIsbTy7DZTSw1DLaOFi4+zhgqODjHC06CV+SNCKpr7KP8APT6QWDyTAeNfiXguG8LlWCyHDcVZhSyrCZHQwmGyjD4OLh7Knl9DARhg6WGir+zhhoRpLXlR6z+yH+29P+1X4+8beFk+FL+AvDmmfAT4F/tLfDnxVN40PiG6+Ifwj/aP+Nn7ZXw7+EWv3Xh4+EPD58JTeJ/ht+yx4X+MK2Laxr81nB8ZIfB10Y7vwPPrnif74r8kvEXxW8I/sn/8FEfjt4g8Y/Cf9pP/AIVj47/YR/YI+H/wz134B/sWftZftG+Bf7Y+Dfxx/wCCjd74x8FHVf2ZPgf8VNB8H6n4O8P/ABT+Gl4fDviC40O7Oj+KdGudLs7my814P0t+FvxL8OfGDwJoXxF8J6b8QNI8P+Iv7T/s/T/il8J/in8DvHdv/ZGsahoV1/bvwt+Nfg34f/E3wv5t7plzPpn/AAk3hHSP7b0eXT/EWjfb/D+r6Vqd7+Yn46fC/wDwVw+Pnxa/Zl/YP+Lnxk+B/i1vBHxJ8M6v8M7XQ/Ei6J4c8RGxg8QfEvwpoGroNJ8WaPr2hXH2vSNSvbTdd6ZO8Hn+fbNDcxxTJ/HH/wAPyf8AgqX/ANHSzf8Ahmv2fP8A509f1y/8FtfA3jX4j/8ABOL42+Efh74P8U+PPFepa38JZNO8MeDPD+reKPEN/HYfFnwZfX0llouh2l9qV0lnY29xeXbwW0i29rBNcTFIYndf4Tf+GLf2xf8Ao039pf8A8MR8Uv8A5la/2r/Z1cGeBPEPgdxBjvE3hTwkzziCn4nZ7hsNjOO8i4OzPOIZVT4a4OqYfD0MRxBha+Njl8MXWxtSjSpzWGjiKuKlCKqzqt/m/F2JzSlmdKOCr4+lS+p0pOOFq4iFPndavdtUpKPO0o3bV7KN9Ej+3P8A4Ia/tW/H79sD9lL4jfEj9ovx83xF8aaF+0J4n8EaVrT+GfBvhU2nhfT/AIb/AAq16z0v+z/BHh7w1pU4h1bxHrV39suLGbUJPtpglu3tre1hg+gZP2oP2zPHnxx/ag+G37PP7LP7M3jTwJ+zF8YPCPwV1jxt8Yv20vij8HPGXi3xP4i/Zp/Z+/aTv7/Sfh14N/YT+O2hafomm6R+0FofhexuL74ote6rqmgapfXNhotnPaofjD/g3f8Ahh8S/hP+xl8U/D3xT+Hnjn4aa/e/tO+LtZstD8f+Etf8G6xd6PcfCr4NWMGrWumeItP029uNNmvdPv7OK+ige1kurG8t0laW2mROL8U+Cf2fNJ/bJ/4KM3n7SnhT/gqzpOr/ABI/ad+F/iT4a3v7JWl/8FpNE+Cnjv4ZQ/8ABPz9iTwCfEFvqn7BCWH7O+va3D8SfBvxI8F+Idd8QXk3ja1l8Kx6B4qvodC0Hw/bWf8Amp9KjAcN5X9IbxXy/hDBZJl3DWF4oq0snwPDeGwGEyLDYRYPCONPLMNlkKeX0cMpubUMLCNLmcmlds+yyOVaeU4CeIlVnWlQTqSrOUqrlzS1m5tzbtb4ne1j7NX9v345fErxH+zv8P8A9m39mT4aeKfiP8XvBX7bviX4h6F+0F+0v4m+BugfCnXv2DP2iPgx+y18X/B2k+KPhl+zL+05L8Srq/8Ai78Wb2DwvrtvoXhLQNU8JeEJfE0N67a/p+lwdP8AGD9rf9sD9mv4AeOvjR8dP2RfgnqniHTvin+yt8K/hZ8Lf2cP2u/G3xa1r4laz+0f+0f8Pv2edQi1HXPin+x5+zlpngvVPCt98TPDWueFNOih8WWHj27GpaDrWufDW3trfxDeflTY/ACw+EE//BNzSv2mPAv/AAUI0z4N/DP9nj/gqj4N8I6l+y7Yf8FBtU+NngHwz8R/2xP2O/Gf7HPw5/aB8W/8E31vfi3a+K7/APZb8KXK+NNN+IusT+FfEXxH+H+v6h4jm1nx74d07UIfqTX/AAn8H/GnwG1TR/2UfDP/AAUf8WavZ/tv/wDBJPxZ430v9sLRv+Cr+vaja+FfAX/BST9n7x1rvib4b2P/AAUatrq5g8P+C/BPhzx14x+MWs/BqJdO8OeFdC0rxD8X7mz0jS/CF5B/P56x+l3iL9rLwlDdfsPXngPTofH/AIL/AG3Pi5d/Dfwv4vh1a40JfC+hp+yV+0f+1Rp/jB9Gu9Du73WLi9t/2f08EXXhW+l8L3+kXPi6bV76+W78MTeG9Y8Fh/bP/aV+InhvW/jR+zd+xto/xj/Zr0a+8TLonirWv2iYfh18dPjX4f8AB+qXuj6r4w/Z6+CS/Bzxl4O8W+HvEF5pWpy/DWT4q/Hn4IX3j/TItO1yxsrDQ/EGhajf+N/Fr4MfFP4c/t1/sH+Hvh/4A8W+Kf2adc/bX+Mf7UWoa/4e0e91Xw3+zf401r9gL9vHwF8WNH8X3drE0PhP4f8Axr+Kfxh8EeO/AV7fLJZv8Y/GPxe0W/1aw/4Sf4a+HJdL9mX4769+xn+zx8I/2L/H/wCzR+1n4y+MP7NvgDwz+z38O0+FP7PXxG+IXw0+O/g74UaRbeBfhZ8RtH/aM0bRm/Zz+HQ8f+BtE8N674s0/wCOnxS+E2peCPFV74g0bWNOitNNstQ1IA+2PhT+07p/xa+O/jn4PaT4L1zRNK8K/st/smftO6Z4m8Tpq3h3xLqen/tU+Mf2p/C9l4L8Q/DTXvDula74G1zwNbfs1R6hqya1qE2rXF/41uNA1Hw74cvPCM0+u/J/xt/4Kh6B8CvHuveFfFHwf1W/8PeGv+CivgP9g/XvF+l+M7PZoXh3xR/wT38I/t/eKv2itc0q98O2q2Xhb4a+FfEGt+HPFHhC21TUL99C8J3/AI7sdflurqPwRDydx+yHfftCft8fF/4g/tB6f+0L4CEP/BP7/gnz4Zg1/wDZw/am/bD/AGa/hnrPxT0/4z/8FFdb+MHgyw8Z/s+/FH4J2/xcm8A/8JJ4EvbW08aprWu+B/D/AI30LVYdL8Lp8R7ka38jr+wtcH41+J/gfe/Dj9oDxV+z54w/4LC/EHU/EPif4o+KPjn8b9Z1j4BfE3/g2x8QfALxX491z43/ABu134i+N/E3gCb4yeJtU+B+l+NPFHjTWvDWh+Oxp/wc0i+srzSNK8J2YB+r/wAaP21PD3wi/a+/Y/8A2QYvA+r+LfEv7VOtfEbT9V8W2Gr2en6N8HdP8H/BT4x/GDwjqHiWwmtLm91u6+KT/A34h+G/CmnWEljFCPCfinWNQ1GL+yLHS9bxPAX7cmn+OP22viT+yOPhvd6V4Z8I6R4lsPBnxxk8Uw3ei/Ej4r/DHw78FPGPxp+F2neF10G3/su5+H/hb9oj4YXVhri+KNWPizWdO+L+gw6LpFz8IfEM91+R3wu8Lftd2F9+zJ+2P+0x8DvjD4u+N3wy/bG8V+D/AB7ofhL4eeLvEPjHVPgl+xD/AMElf+CjHwM03xtZ6Dp+l6lqqeHP2iv2vvHfxn8f/Be/kjfTvFcP7Tfwj8O+HbzxFqninQ9S8T+rWf7JH/BRj4G/BD4C/GDxT8UP2cfih4q/Zv8AjhqH7aXxB+DPwh/ZB+L0Hx+8ZeKPjDrPjzVf2vfAfhP4zD9szx/4f8feJNR8CfHD406L4LsNK/ZtWDx3q+k+BdD8KeEPCN4vht9AAPtX4a/tUft6fHKLx54t+Dv7If7I178K/DH7QX7TnwL8P658Sv29vjJ4H+IWvx/syftH/FT9m/XPFWr+AvDH/BOf4meG/DcnijX/AIU6t4i0nQLP4n+J0stI1PTre811rxblYvSfhN+3PonxU+J3wW+HEfgO48M/8LJ+FX7ePjDxvrOs+KbQp8MviF/wT9/aY+Av7Kvxd+Hggi0cWPi3RL74j/FrxdNpXxDi1nQbQaJ8OrLUY/Dt7D40D+Gfzf8AC3/BMbxJ8Xf2avjxr+g/E79s79n79ovXP25f+CifxP8ADPhy3/bO/bl+C3wY8eeH7j/gor+054v8AeEPFXwP8GfGjw14F8KfBX9oX4aXPhm41nxr8JPA/hbxXrnhfxsnxe8KeIdU13W5NV8Qern9l/wP+0N8c/8AgnXZaz+zj8UvhX+zd4a/YO/bz0P4o/A7xFonibSfCWleMvE/xu/4JzXVt+z7+0Jqk1m9n48svF2veEfiR4vn03Vdeu9H/aO/4Vrr3jWS/wDiT8N7rxUNfAP03+DPx0ufjrqmv+IfBPgyb/hQtta28HgL4z6rrL2J+MGrrczLqet/DjwWdFkn1L4Px2whHhn4sal4g0u2+IdyLjVvAfhrXvhxc+GviL4m8q+JP7TPxfvfi94v+BP7KfwJ8IfG3xz8LdF8K6z8YPFPxa+NeofAH4OfD+98c2lxq3hHwEPGPhn4PftAeOPE3xN1XwzbL4xvPDmifCqXQfDnhXV/Cuo+JfF2kXHi3QbG86D9m+3+Ivwp1nxF+zN46tPGHirwv8PNJs9a+A3xq1Kz1jWrLxf8HLi6Om6X8PPiF4xlhuII/jR8HrkQ+EtQl8Q6i+s/FXwAPB3xQt9R8Q+K7n4sWXgz5/l8dah+xZ+0l+1Z4l+IXwp+PHjb4NftXePfh38fPCfxL+A3wL+LH7SV34Z+I/h39n74Q/s1eNPhR41+HXwF8IfEL4p+GoV8P/AD4feO/CHjCXwPd+CdZl8aeLdL1LxPouo+HYbK+APSZP22dQ8P/A+68d/EP9nj4reD/jfD8X7b9nXSf2bYzpN/4i+IXxw1WSzfw3pHwo+IOqyeGfA3jj4ZeJNBv4vH1t8YWvNF8NeH/h7p3inWfHNp4T17wP4z8K6DU0T9qj9oHwF8QPhp4S/a5/Zo8D/B3wr8aPFlp8Pvh38Ufgz+0NqH7QXg/RfiLrNle33hLwH8ZYPFHwM/Z98QfD3WvHD6ddaB4S1jwxpHxN8CX3jN9K8I3/jLTNX8SeGI9a4H4v3Hx2+NHgj4CftSaH8APGen61+zF+1a3x8+Hv7PmuXWhaB8afiX8FdS+AXxa/Zn8ZtrOiatrcHhnwn8Vbnwv8fPiX8U/hx8Otb8VadPex+Gfh14S8d33gXxnr3ifR/C+D8Uvitf/t03vwa+CXwi+Cv7SXhnwnon7RX7Ovx2+N3xV+O/7PHxh/Zs8OfDvQv2XPjT4G/aP0Twh4at/jz4P+H2vfFXxt8QviP8LfBfgKIfC7RPGXgjTPCWteMPE+q+NtPfStEstfAPef2PP20tL/at1P4++G7zwBffC3xb8EPj38e/hVZaHqXiGDxJH8Rfhz8G/wBof4w/s4aN8bvDt/b6Roy2ujeNfHPwM+ImmX/hW5tptW8Fa74evdMvb3V9HvPDPijxJ4h8K/8AgoT8Sv2kfAv7Ozfs3fs/fD3xF8bfjN+xT+zZ+3J42+Hvxh/aK1L4TfD34V/DX9pnS9YfwdoFr8SvDPwG+L/jf4keJE8ReEfHWhmfw/8AA7T9BtLXwza6p4y1XwPceL/B2j63578Fvgx8U/A3wEu/jj4Y8AeLdP8Aj58Cf24/+CqHj/RfAV/o974f8R/Gj9nf4w/8FI/2nPHfir4YWmn61Fprajp/xn+GkngP4u/A3VJZ9P0HWviJ4b+Cfi3+3JPAF/q/9sfLHwx+EvwR0T9jz/gmH4U/bs/4J5fGHxe3wy/4Jtfsr+EdD+Pfw6+BPxx+Kf7QXwM+LemfCfwpo3xS+Bniz4ffs8+A9S/at+CGoaS2keFtU0jxRoNrfaZd+JpfGmg+J4vh1rXgzT7nxoAfon8S/wBtL49eGtI+BPhXwZ+yfpw/aF+Mn7Veu/sqXPw8+O3xj8T/AAa+FGkax4X/AGWfjV+1bq/xL8HfHLwf8AfjldfFX4Z6v4M+DsmieDNe8L/C23a/8TeILjw141h+HvjTwR458I6E/wCI37UH7aH7PnwC/al/aM/aM/ZZ/Zg0PwT+zn+zB8b/AI+aXpfwU/bX+K3xY8VePPFXwh8F33jqx+HuoWPjr9gv4F6R4N8P+KNI0XXLe6+INvrnjHUfDuow6VDD8PPEFtqV5eaR+ZPxJ+FXiWz+GP7Jj/FbR/8Agol4n/ZK8Cf8FRfFXjf4WXXh5P26/F/7dHwz/ZU1H/gmJ+0v4A8P6p8RNd/ZqbVv25/Duk3v7Xni3xLoOiXfiTUbfxrp3wh8ffDvwN8VzpuiX2r+GoO3+MHhP9nzx7+xf/wUl8C/speGf+Cr/jT4yeNP+CcH7YnhPw/4O/ap0b/gtl4j8K+LJ/Efwp1PR9J8M/Drw9+3/bXnwp174wa74pvPDul+EdG8BWd18ZdU0668RWPha2n8Nz+M4mAPvjx3+09+3D8BfAPj344ftH/sofsp+HPgT8HvBfif4m/FzxB8Ff25Pi58XPiZoHw58DaNeeJPGviDwr8OfHH/AAT7+BXh7xhqGgeG9N1LWRoFx8T/AA1d6rFYy2Wlz3OpzWdlc/VPwO+OafFpfjLpeveG4/APjP4F/Gnx18I/HXhmbXRrkFpa6RFpnjH4b+MYdYk0nQQ2nfE34J+Mfht8UVtG08R+GZ/F174Ql1LWrnw1daze/mZ8ff8Agnb4U+FvxE+DHx58J6r+2h+0Z8G/BXijTdB+O37JnxO/bV/bi/aY8HeIfDPiTW9Nt9O+PHhz4X/FD44fEg/Ebxn8FdVFrq2v/CfXdO8V+EPHnwquvHA0XwNqHxP0jwWmpev/ALaHwP8AjDrnxWi034K6Lq8ngz9ujwNon7KX7UHiPQZJ7Sf4Y+FvCWt6l4uHxiW/s2gl8M6lf/s765+038IrPxrFIdVm+LWt/su6IJVtdJsmtACn8Wf+Cnd18Nv2TvhP+1Do/wCz3rPjyT43+KviDr3w2+GWjeOxb+I9b/Zd+Hfhz4o/GbUf2i5Lk+B72e2m1b9l34Y/8Lb0L4aJotxc3/jjxz4A+CQ8Xp4h8TWWvt6f+23+1X+0r+zT8GPif+018FfgD+zr8ff2e/g7+zj41/aI8Ya/4w/a4+IPwa+Iur6b8PvCniz4geINF+Hvgrwv+xz8efBnie0v/BGg6Ve+E/EWsfFjwnHrWu6zdaTqGlaDpWl2/iTWPJ/iF8EP2sfil+2RrfjL4D+I/gP8BfhN+zF8DbL9mj4c2X7Qv7JvxH+OPhrx1q3xhg8G/E74z638L9G8F/tQfss6Xp3gjRfCPhj4B/DS28QI3j7S7vxBofxR8DadJ4bufDninT9S8b8Q/Cf9oLQ/+CJX7ef7G/i3wj4k8ffGT4G/sj/tlfsqfDWbwL8OPGVha/Hvwta/s++KT+zhqXwX8HXmseP/ABP4jXXvhl4y+HPw+Oiad4w+I+s2vxV8P+MPAN34p8SeK9B1SVwD6Q+IX7XH7a3wWh+HGmfFX9jv9n3UfHnxv+JXjD4V/Bfwd8D/ANtH4ifEceJfFHg79j79rr9qia18Uaz8QP2H/gkvhR9c1P8AZo8MfDDQF0zT/F8c8nxP1Xxfqc+lJ8P7Tw349+hPiF+114O0D9kfSv2sPhzpE/xO034h+C/hprHwL8FrqK+F7/4reOPjre+GfDfwK+HjarNp+snwre+PvHXjfwh4V1DVbjSNW/4RL+1LzVL/AEu8i0m5tX5b9q/wn4q8R/Hn/gmTrHh7wz4g13SPAX7b/j7xZ461TRtG1HVNO8F+Fbz/AIJt/wDBQbwLZ+JvFl9Y209t4c8P3Xjbxp4O8HW2s6xLZ6dP4q8WeGfD0Vy2r69pdndfP/w0/Z7+J9h+1ha/B7XPCt3a/skfs3fEj4iftg/BvX5IiNE8R+O/2h7bWtP8GfCyGTAtNQi+Avj7xR+134vuPCYtxYeA/D3iL9kK+0dYbnR9PaxANz4a/tVft/8Axz0/x34w+Dn7Hv7Hd58OfDPx7/aa+Bugap8TP+CgPxq8DeNdem/Zl/aM+Kf7N+u+JdY8H+Fv+CbPxO0Lw5H4n8R/CnV/EGkaTZePvE7Wmialp0d5qJvxcwQ/bfjn4vw/BP8AZ28YfH34+adpvhG3+EnwW8QfF/406T8P9W1j4k6P4Yh8BeBrvxp8RtO8E67f+EvAWv8Aj7TdFTSdZtvDerXvgXwXrHiq1trK8uPCXh29v30ez/An4OeE/wBlrwWnx30f9onwz/wWe8J/Fa8/bf8A+Ch/izVNL+AOjf8ABwLoPwauvCvj39vP9o/x18MPE3w9sf2Pra1/Zun8P+NPhd4j8G+MYdZ+F8Tad4jn1248Q61c3ninVNdvJ/3kg8g/svwj4U+AvEfxUtT8BY/+FbfDD9oDW/iR4a8XfEeD/hXo/wCEP8BfG3xH+0JoniX4veH/ABH4wj/s7w98Sdb+OHhzxB8SNK1PUdav/iXomq+J4NasJwDxLwj+0Z+1ANT8F+IPil+yT4e0f4M/EvXvBmheFfFnwO+PeoftFfEzwinxBvbHT/DPiT40fDHRvgf4L8K+GvBFtd6pp0PjHxn8IPjB8fPDvgm0upfF+uX8fwy0fxH4+0Tyf4d/tUft9fHG1+IHi74Kfsgfsgaj8MvC/wC0B+098C/DOsfFL9vz40fD/wAd+Iv+GZP2jvip+zfrPinXfBHhP/gm/wDFbw/4W/4SnxB8KdV8RaZomn/EXxd9g0fU9PgutXlvVuY4vi34dfCn4Gab49+BE/8AwT6/Zh/bR/Ys+N/h/wCLXwgufil8Lbz4O/tPfs//ALJOj/BQ/EfwrP8AtKeHPijpniWy0/8AYh+KmryfBm38faL8NNY+C2q/EbxbF8Ur7wTrfhXV4dGtdQ1rTvMvg54T/Za8Fp8d9H/aJ8M/8FnvCfxWvP23/wDgof4s1TS/gDo3/BwLoPwauvCvj39vP9o/x18MPE3w9sf2Pra1/Zun8P8AjT4XeI/BvjGHWfhfE2neI59duPEOtXN54p1TXbycA/b/AOGHx88VeLPj74//AGc/HXw98P8AhHxt8L/2YP2UPj54x1Twn8QdR8eeFW8VftH+NP2qPAviH4e+Gb7WPh58O9X1fw/8PNX/AGYby40b4g6pofh3UfHuneMbaa++HngG50SWz1Tx/wCKH7S/7U//AA1P48/Zo/Zo/Zy/Z/8Aih/wq/8AZ/8AgJ8dPGvjX46ftY/EX9n/AP5OA+Iv7TXgDw54W8LeHPAH7G/7TX9tf2L/AMMy69q2t63q2veGf+Rm0iwsNIu/sl7eV8weHfjV4B/Zr/bQ8eeOta+G37b+rfBv4pf8E4P+CcXhP4QeMdN/Y1/4KF/tM+KtSn+FfxW/4KG6x4l8M/FvxDoHwS+LHxW8NfGDw14W+LHwv1Tx7o37RN5o3xluNR8XR33jK2u/Ej67LD8//FjX/wBnz4qft0/EH4//ABc8Ef8ABV/w98KfiL+xB+yF4T+EfiH9nL4G/wDBbL4D6jq3ir4aftI/8FGIviz4Z+Kvg79kHwJ8PPG2l+IPDFt4q+Gut+G9G/aC8OafqKeFfHNh4v8AhnbS+FvHN/rGsgH6ieIP2lvjP8GPg3H4w/aR+BfgDTfjP4v+Kmh/Cb4KfA79mb46a98dl+LHiXxjb6enhDTovH/xZ+BP7K1v4T1RryHxjrXjY6r4XufCvgT4a+C9S+IF74x1FF1HQdGxdE/aG/bE03xdB8PPiz+x34C8L+J/iB4S8eX/AMD/ABb8M/2jfG/xe+CF58QvCPhm/wDEmkfDT9oz4hP+yt4D8X/s8y+LLaxmNh430n4VfGXwSq2Gq6Zp+raz40l8JeDPF/y2fBfhS9+EHwO+OH7Ingv9tf4m2n7JX7aEnx4134X/ALWM37c8Xx88fabrv7OXxE/Zu+KmnfDKL/gphf6T8WdUsPDXwo/aC1L4h/D3w7oOr6X8LPFfxF8Gax4X8N3sfjrWPF6v9p/C/wDaxu/jx8QvD/hv4UfA79oHR/A2mpquofFf4lftBfAL4y/sy6T4ehh0W/i0Twj4F8PfHbwZ8PvHHxJ8a6t4puNFnm1Pwn4U1f4X6X4P0zxXdX/xAg8SP4T0HxCAfMui/tY/8FJNd+PvxL/Zzs/2J/2II/G3wr+D/wAD/jX4h1S5/wCCkXx5TwreeFfj940/aF8C+DtP0a+i/wCCWU2r3HiDTdX/AGa/HVx4mtb7Q9O06z07VvCc2l6rrNzfaxZ6D6PZ/t9X3iLwB4dufAfwP1Pxv8c/iP8AtN/tlfs4fCr4Lab470zTrHWYP2Nv2kPjL8BvGvxh8d/EfV9As7L4e/DFdL+E9j438UXsfhnxXq/hvV/H3hX4Z+GNM+I3irU9Dk1/ufAPhPxVZ/8ABST9q/x1eeGfEFr4J8R/sQf8E+fCfh7xjc6NqMHhXXfFXgv48/8ABTbWPGPhnRvEMtsukap4g8J6R498C6p4m0axvJ9R0HTvGnhO+1S2tbbxHo8t58F/Bz4d/GD4DSfDD9qqf4LfFLxja/C39p//AILdfDT4l/C7w74Uv3+K1v8AAv8AbH/4KfeMvjj4N+PHgHwBqY0zWviPZW3/AAov4Ta7pmheGEvNc8Z/CD4pal44+HWn+Mrq10LQ/EIB99fDH9pv4u2/xi8NfAP9qr4DeGPgf4/+I+geJ/EPwh8VfCr4z3vx8+CnxIfwTBZ6h4w8D2njjxH8JPgH458O/FDQdBvo/FY8KeJPhNp+k+IPC1h4j1fwh4r8Rf8ACJeJ7fSfnv4T/wDBUXS/il/wS5+Jn/BRYfBi+8MeLfhL+yh4q/ab8Zfs1av48gm1OwbTP2e4f2lPBHhRfiXa+ETbT6H8TfhprPg3xB4c8d2/gef7JpXiyL+1PCkHiTRNe8K2HUReM9Y/bR/aT/ZY8VeAvhR8cfAvwO/ZQ8e/EL48+IPih8d/gv8AE39nTUvG3xM8R/AD4vfs1+EPhX4G+Fnxy8MeAfi/qum23hv4+/ELx1418aar8P8AQvCOn3nhPwTpPhvXPE91r+rR6F+Y/wAVv2bPj54Q/wCCE/w11b4XfBr4m638fdY/4Ik+Ff2Mfj/+zfpfg7Xx8WfGVr4g/Y1m8FeCLFfhvNZW/iaT4wfs5/GfxVqUqeGZ7KLXYPAHjT47eGk0DW/G0/g3TrAA/ptooooA+Bf2lf24j8BdI/bU13QPhePiLpf7EP7F/i39qn4h3knjYeE7fWvGFj4V+InjfwN8DNLkTwl4oFrqviLwn8LvEGv+MfFlwJX8AaZ4j+Gt1beEfGSeMrj/AIR/Iv8A9pz9sH4Q6h4H1r9qX9lr9nrwZ8J/GXxV+EvwZuPGf7Pf7YfxD+Pfi3wv4x+OnxJ8L/B74ZX2sfD74jfsWfszW954Rv8A4leN/Ceg+ItW0DxnrGteG7DVpPEUnhm+0bS9WubP44/aR8KeLPEvwR/4OO/g94f8NeIvGfxa+KHwe8aeN/hf4L8M6NqXiTxh4u8EfFH/AIJZfDX4GfDTQfCOgaZbXeua3eeIfjj8DPjhonh7QdFsbw6l4kOo22lJdazfajaxeZah8IvgD8U/iT+zZf8A7JGi/wDBWO/+Nfww/ai+AnxKt9Z/a9v/APgsba/Arwx8LvD/AMRNFX9oS+8U2v8AwUlvYfgvf6jq/wCz7c/E/wAMeCIvCun6l8S4viFrnhKbw2tjCl/qNsAftRd/tXfst2Hxktv2dL79pT4A2X7Qd40K2nwJu/jH8O7f4yXTXFn/AGjbrbfDCbxGnjadp9PBvoRFobGWzH2pN0Hz1BaftcfspX/xovf2b7H9pz9nu9/aH06drXUPgLafGj4b3HxosLlNMi1pre9+F0PiV/HFrOujzQ6s0M+hRyDTJYr8qLWRZT+D/wC0Q3x+8f8AxK0D4bWPwb+P/gxvC3/BXL9l/wCJDfBH4I/sHrpvwAj+EvhH/gof8IPE+oftd/E39r7Wvh1rWkfEnXvid8N7HUvjR8SLz4E+P/C3xC8Dah4z1Xw18YfDEvgHwD8XvF2ves3dj4o+DX7TJ+FvwZ+Ff7RPxG8H/EP/AIKHaZ8XvGP7M37QX7CniTxn8DfA9x8RvjFF4z+Ln7XXwK/b08MeFr34LfD628N63rHij9rbwZoHxO+KXjX4mjxRp9p8HPC/hH4R+LNX0nw14fAP2tb9oL4CJ8YU/Z4b43fCFfj/AC6IfE0fwNb4leDB8YZPDa2jX7eIE+GZ1oeNX0QWKNenVV0Q2AtFa5Nx5ILjpPiV4/0v4X+Cda8b6vpfiPXbfSv7NtbPw/4Q0a48QeKfEeu69q9h4d8NeGvD+lQNEk+reIvEWq6XotjNqF3puiWM98l/r+r6NolrqGq2f4TeGfgT48j+PEXws+M3xf8A+Cl+u+Io/wDgox48/ai8K/Cn4V/s2fs/y/skWPga5/aw8V/Hf4NeL9Y/bD8UfsgHWtO8F6J8Kbvwn4J+MHgT/htCL48XmlWnjT4SeBvBMvg7UfDPg6X+hOgD8+dF/bi1jxx+yF+xb+0L8OvhHpmrfFP9u3wj8DdU+DHwW8V/Eq58LeGrHxZ8YvgfqX7Qmo6B4z+K+kfDrxnqun+Hvh98NPC/jvW9b8U6F8JvEepahD4VdrLwfH9uK2XOWX7ePj288L+IfB5+Anhy1/a48P8A7V1j+xifgrcfGm+b4Qap8ZL/APZ88PftaR61pnx9tPg/deLJvhTF+zX4hj+JVx4of9nuLxnay6dqfhy7+G1ve2c1wvzJ8H/h/wCNvhZ/wT0/4IbePvHfw2+MFvf/ALFHgb9l/wAY/G/4ZeGPhN8QPGfxn8MR6h/wTY+NH7J3iPS5/gt4W0DVfinqmveAfHHx30m+8Z+ENB8I6v4z0nT/AA/r7L4cuLzS57Veb0fSfFN94/8AE/7dF78Iv2htN+E2lf8ABWuH9qnR/CknwB+Ln/C+vEHwUb/gj/4f/wCCb03jqL9mz/hEz8fI7aH4t6jqviYeEX+HK/EWTwBoj+Jk8FETRWzAH2jpP7d+v2HgLx94k+J3wTs/Bnij9nv9rH4b/ssftUaH4e+J58Z+Ffho/wAUPC3wa8X6B8Xfh541vPh94Pvfif8ADjT/AA9+0Z8FvFHiWXxL4O+Eet+HvBup+Pta1PTYNU8Ap4d8S/ovX4DfFxNe8XfsJf8ABbT4l/8ACC/EbwDZ/trfEfxTpP7MmnfFTwD4t+FHxF1/xF47/YY/Y9/Yc+DfiK6+G3j/AErw98RfAt74h/aR8Aung/TfFXhrw/4zNmug65FoFtd6hYW8n780Aef/AAm/5JX8NP8Asn/g3/1HNNr0CvP/AITf8kr+Gn/ZP/Bv/qOabXoFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB4/wCErT4qeF/CvhnwyfC3w+vj4d8PaLoRvR8RfEdsLw6Rpttp5uhb/wDCq5/IFx9n83yfPm8rfs82TbvPQf2l8VP+hN+H/wD4cvxH/wDOmoooAP7S+Kn/AEJvw/8A/Dl+I/8A501H9pfFT/oTfh//AOHL8R//ADpqKKAD+0vip/0Jvw//APDl+I//AJ01H9pfFT/oTfh//wCHL8R//OmoooAP7S+Kn/Qm/D//AMOX4j/+dNR/aXxU/wChN+H/AP4cvxH/APOmoooAP7S+Kn/Qm/D/AP8ADl+I/wD501H9pfFT/oTfh/8A+HL8R/8AzpqKKAD+0vip/wBCb8P/APw5fiP/AOdNR/aXxU/6E34f/wDhy/Ef/wA6aiigA/tL4qf9Cb8P/wDw5fiP/wCdNR/aXxU/6E34f/8Ahy/Ef/zpqKKAD+0vip/0Jvw//wDDl+I//nTUf2l8VP8AoTfh/wD+HL8R/wDzpqKKAD+0vip/0Jvw/wD/AA5fiP8A+dNR/aXxU/6E34f/APhy/Ef/AM6aiigA/tL4qf8AQm/D/wD8OX4j/wDnTUf2l8VP+hN+H/8A4cvxH/8AOmoooAP7S+Kn/Qm/D/8A8OX4j/8AnTUf2l8VP+hN+H//AIcvxH/86aiigA/tL4qf9Cb8P/8Aw5fiP/501H9pfFT/AKE34f8A/hy/Ef8A86aiigA/tL4qf9Cb8P8A/wAOX4j/APnTUf2l8VP+hN+H/wD4cvxH/wDOmoooAP7S+Kn/AEJvw/8A/Dl+I/8A501H9pfFT/oTfh//AOHL8R//ADpqKKAD+0vip/0Jvw//APDl+I//AJ01H9pfFT/oTfh//wCHL8R//OmoooAP7S+Kn/Qm/D//AMOX4j/+dNR/aXxU/wChN+H/AP4cvxH/APOmoooAP7S+Kn/Qm/D/AP8ADl+I/wD501H9pfFT/oTfh/8A+HL8R/8AzpqKKAD+0vip/wBCb8P/APw5fiP/AOdNR/aXxU/6E34f/wDhy/Ef/wA6aiigA/tL4qf9Cb8P/wDw5fiP/wCdNR/aXxU/6E34f/8Ahy/Ef/zpqKKAD+0vip/0Jvw//wDDl+I//nTUf2l8VP8AoTfh/wD+HL8R/wDzpqKKAD+0vip/0Jvw/wD/AA5fiP8A+dNR/aXxU/6E34f/APhy/Ef/AM6aiigA/tL4qf8AQm/D/wD8OX4j/wDnTUf2l8VP+hN+H/8A4cvxH/8AOmoooAP7S+Kn/Qm/D/8A8OX4j/8AnTUf2l8VP+hN+H//AIcvxH/86aiigA/tL4qf9Cb8P/8Aw5fiP/501H9pfFT/AKE34f8A/hy/Ef8A86aiigDgh4C1tfig3xnj+GPw+g+JUvgJPhheeJbb4u+OrU6p4Gt/EMnivTdD1rSLf4axaDrY0HX7rVb/AMMalq+l3ur+Fv8AhI/F1r4cv9Ls/GHim31fvf7S+Kn/AEJvw/8A/Dl+I/8A501FFAB/aXxU/wChN+H/AP4cvxH/APOmo/tL4qf9Cb8P/wDw5fiP/wCdNRRQAf2l8VP+hN+H/wD4cvxH/wDOmo/tL4qf9Cb8P/8Aw5fiP/501FFAB/aXxU/6E34f/wDhy/Ef/wA6aj+0vip/0Jvw/wD/AA5fiP8A+dNRRQBwPj3wDrXxPHg2Px38MPh94ht/APj7w38T/C9lcfFzxza6da+OvBz3Vx4T13UdM0/4a2en+IT4b1O5TxBoeneI7bVtJ0zxVpugeLbOwi8TeGvD2raZ339pfFT/AKE34f8A/hy/Ef8A86aiigDY8D6Jd+GvBXg/w5fyW0t/oHhbw/ol7LZvLJaSXelaTaWFzJayTQ280ls80DtA8tvBK8RVpIYnJReooooAKKKKACiiigAooooAKKKKACiiigD/2Q==</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16003113C1407202025354624.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12020_V-55330591_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">20081216</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">17921684</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">20081216</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">17921684</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1930071</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1141384</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">-53716</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">-506468</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">21957571</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">18556600</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">18556600</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">6136614</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">18556600</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">17.26</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">112.69</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">17.26</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-72.72</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.23</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">1.02</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.23</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-60.75</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.78</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">1.69</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.78</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-18.10</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.99</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.09</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.99</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">1827.55</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.08</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-48.24</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">1.79</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">1.85</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">1.79</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">72.66</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-143.92</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.56</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.68</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.56</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">48.36</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.50</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.59</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.50</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">49.18</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">77.25</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">19.77</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">283.09</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-60.75</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">182.32</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">182.32</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">21957571</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">18556600</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">21957571</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1819479939</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Equicher Artif.Intel</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">365581</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BYXHR262</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|MUZINICH BND YLD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2042535</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">9.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0010758771</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Groupama Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">931822</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">907866</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0345362361</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity FDS Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">219904</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">167623</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BD5HPH84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Dragon Cap-Vietman</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">200374</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">178519</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0439765594</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">468074</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">364891</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0828818087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Janus World Hi Yi A2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">312459</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">272236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1321847714</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Blackrock St EMMK EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">173176</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">169790</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0336683767</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM L- Bonds Emergi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1396017</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">6.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1120239</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">6.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BFY0HF43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Baille Giff US Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">349117</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">269319</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BF5H4Q45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">444838</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">418782</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1170327958</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BLUEBAY-HIGH YIELD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1641661</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1357845</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0011188259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Echiquier Aegnor Mid</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">359970</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">292193</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0378818131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|X Global Gov Bond 1C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">525704</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">528392</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BZ0X9Z19</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Comgest Growth jpn-e</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">257183</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">208380</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1120697633</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1401918</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B78FDY06</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Nomura US High Yld</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">324475</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0013202140</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|SEXTANT BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1255021</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">5.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1068240</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1732799496</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Alger Small Cap Focu</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">356523</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">266397</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233242</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Evli Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2687146</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">12.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">2281951</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">12.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0622306065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|GS Emerg Markets CB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">522823</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">438221</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1484142465</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">226506</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">201977</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">497996</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fund-European SM&amp;MD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">280201</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">205413</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B65YMK29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Muzinich Short Dur</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1735295</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">9.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2711114</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">12.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">2292186</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">12.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">BE6213831116</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM INV REAL EST EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">306557</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0151325312</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1677308</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0318940003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity Europ Gr E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">222182</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">251639</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0360484686</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|JPMorgan US Advantag</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">453989</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">393344</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">20081228</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">17921684</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">20081228</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">17921684</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">20081228</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">17921684</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16003770C1407202025032981.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12020_V-55330591_ia">Dolar</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12020_V-55330591_ia">V/ Futuro Dolar Euro FX CME Sep20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">253033</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">253033</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">253033</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12020_V-55330591_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
a) Visión de la gestora/sociedad sobre la situación de los mercados&#13;
El primer semestre 2020 será recordado por la pandemia mundial del Covid 19 que paralizó la economía en seco durante el primer trimestre del año para iniciar luego una fuerte recuperación en forma de V acabando el semestre con gran parte de las pérdidas enjuagadas.&#13;
El primer trimestre se puede resumir con una palabra: coronavirus. La pandemia que empezó en Wuhan y se propagó al resto de China para luego expandirse al mundo entero generó incertidumbre sobre las perspectivas del crecimiento económico mundial. La economía mundial quedó prácticamente paralizada afectando principalmente al sector servicios con una drástica caída del consumo en hogares y empresas (representan un 70% del PIB). Al tener los dos motores económicos (industria y servicios) paralizados estuvimos ante una recesión técnica, con una crisis sanitaria y política también.&#13;
En los mercados financieros se tradujo en:&#13;
-	La mayor caída de la historia (un 40%) durante un menor período de tiempo de las bolsas.&#13;
-	Crisis de liquidez provocada por el pánico y la necesidad de los inversores de conseguir cash. &#13;
-	Máxima volatilidad alcanzada (mayor incluso que en 2008).&#13;
-	Incremento de los diferenciales de crédito hasta niveles no vistos descontando una grave recesión y alto incremento de empresas fallidas.&#13;
-	Dólar y oro no actuaron como valores refugio. Sólo lo fueron los gobiernos (algunos).&#13;
-	Materias primas no sirvieron como diversificación.&#13;
La situación durante finales febrero y marzo fue de pánico total con ventas masivas en todo tipo de activo sin atender a fundamentales. Sólo a finales de mes la situación empezó a estabilizarse con una mejora de la situación en China y con la publicación de grandes planes de contingencia por parte de los bancos centrales y los gobiernos para calmar la crisis en los mercados financieros y en la economía real respectivamente.&#13;
La segunda mitad del semestre se caracterizó por una ingente inundación de programas, subvenciones, fondos, etc. Tanto por parte de los gobiernos como de entidades supranacionales y bancos centrales para intentar restablecer la economía real y financiera. Además, poco a poco se fue reanudando la actividad acabando el semestre con la zona asiática a pleno rendimiento mientras que Europa y USA se acercaron al 70%. &#13;
El problema está en Europa con la continua aparición de brotes y su contención lo que mantiene alta la incertidumbre. En USA y Latinoamérica el virus está descontrolado por lo que es posible que se deban adoptar nuevas medidas para frenarlo lo que volverá a afectar a la economía.  Hasta que no se halle una vacuna la incertidumbre persistirá en mayor o menor grado.&#13;
b) Decisiones generales de inversión adoptadas&#13;
En este contexto, Ginvest GPS Conservative Selection se mantuvo casi sin cambios durante todo el período.&#13;
Durante el mes de marzo se incrementó el cash en detrimento de un fondo monetario para como hemos dicho poder hacer frente a posibles reembolsos por lo que pasamos del 3% al 8% aproximadamente en liquidez.&#13;
En cuanto a Renta Fija, tener el 16% de la cartera en Gobiernos fue acertada ya que fue el único activo que funcionó como refugio y además se vio beneficiada por las bajadas de tipos habidas en marzo. Nos funcionó mejor la parte americana por este último hecho.&#13;
El grueso de nuestros activos en Renta Fija se encuentra en fondos con muy baja volatilidad, principalmente Investment Grade y sobretodo en la parte baja de duración al priorizar fondos con un impacto potencial bajo y que actúen como colchón en momentos donde pese la incertidumbre en los mercados consiguiendo un buen binomio rentabilidad/riesgo. Ello se consiguió sólo en parte: el fondo de bonos cubiertos al actuar como refugio funcionó muy bien pero no así el resto de fondos que componen este vértice, lastrados por su sesgo más europeo y la falta de liquidez. Ello nos perjudicó el primer trimestre y también el segundo trimestre ya que recuperaron más los bonos largos que los cortos por su alta sensibilidad a las bajadas de tipos y a las ayudas dadas tanto por los gobiernos como por organismos internacionales. &#13;
Los fondos High Yield nos funcionaron algo peor que el Benchmark al tener fondos bien diversificados, integrados por muchas emisiones, pero algo más arriesgados o menos líquidos que el Benchmark. Sin embargo, nuestra baja exposición a este tipo de activo nos benefició. A finales de marzo se redujo aún más el porcentaje en Renta Fija High Yield. Creemos se verá aún más penalizado por la próxima publicación de resultados de las empresas y posibles rebajas de rating.&#13;
Se mantuvo un 7,62% aproximadamente en Inversiones Alternativas para descorrelacionar una parte del fondo de la direccionalidad del mercado sin mermar la rentabilidad y que aporten estabilidad en períodos de volatilidad complementando el vértice de Renta Fija. Tampoco acabó de funcionar cayendo un 1,01% en absoluto en el periodo.&#13;
En Renta Variable nuestra exposición es de neutralidad donde el vértice con mayor peso es el americano. En esta clase de activo tenemos para todos los vértices un sesgo growth excepto en US donde al no tener una visión clara de la política llevada a cabo por Trump estamos diversificados. En el vértice de emergentes estamos posicionados en fondos asiáticos, zona de donde procede el crecimiento mundial y con estabilidad política.&#13;
Durante este semestre la selección de fondos en los cuatro vértices de Renta Variable nos funcionó muy bien destacando los vértices americano y europeo, exceptuando el fondo de emergentes BlackRock Emerging Markets Opportunities que se suponía tenía que funcionar en este tipo de situaciones, como había hecho en el pasado, pero no ha sido así por el tensionamiento de los mercados. &#13;
Añadir que a principios de abril se vendió la posición en inmobiliario para pasar a comprar un fondo basado en Inteligencia Artificial para beneficiarnos del auge que ha provocado el coronavirus en este tipo de empresas. Éste nos ha reportado una revalorización latente de más de un 40%.&#13;
La exposición neta a dólar en el semestre se mantuvo durante el periodo estable en un 13% lo que perjudicó a la cartera ya que la divisa se depreció en absoluto contra el euro en un 0,19% aunque las coberturas ayudaron a mitigar algo las pérdidas.&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC’s fue de un 89,65% y las posiciones más significativas a 30 de Junio son: 12,00% en la gestora Evli a través del fondo Evli Short Bond, un 12,10% en Nordea a través de su fondo Nordea European Covered Bond y un 9,12% en el fondo de Muzinich, Muzinich Enhanced Yield Short Term Bond.&#13;
En el análisis de IIC’s, se utilizan criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercados. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
c) Índice de referencia&#13;
La rentabilidad neta durante el período obtenida por el partícipe fue negativa siendo del -0,25% frente al -2,91% de la obtenida por su Benchmark de referencia a efectos informativos, siendo este el compuesto por un 20% del MSCI World 100% Hedged EUR Net Total Return más un 80% del Bloomberg Barclays Global Corporate Agreggate Total Return. &#13;
&#13;
&#13;
d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC&#13;
El patrimonio del fondo creció un 18,32% en el período siendo al final del semestre 21.957.570,11 EUR. El número de partícipes aumentó un 89,24% siendo un total de 176 partícipes al final del período. &#13;
La rentabilidad anual al final del período se sitúa en un -0,25% siendo la rentabilidad máxima diaria alcanzada de 0,9233% y la mínima -2,3499%.  &#13;
Los gastos totales soportados por el compartimento fueron de 0,48% sobre el patrimonio neto de los cuales el 0,44% corresponde a la comisión de gestión y el 0,04% corresponde a la comisión de depositaria.&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la gestora&#13;
La rentabilidad obtenida por el fondo fue la segunda menor de todos los fondos Multiactivo de la gestora al ser éste el fondo uno de los que mayor proporción en renta fija mantiene en posición. La gestora no dispone de fondos con misma vocación inversora que el Ginvest GPS Conservative Selection.&#13;
2.	INFORMACIÓN SOBRE LAS INVERSIONES&#13;
a) Inversiones concretas realizadas durante el período&#13;
Durante el semestre se realizaron los siguientes cambios:&#13;
A mediados de marzo se redujo el Groupama Credit 1-3 como sustitutivo de cash para incrementar la liquidez para hacer frente a posibles reembolsos de clientes.&#13;
A finales del mes se redujo el porcentaje en el vértice Renta Fija High Yield a través de la venta del Evli European High Yield y del fondo Nomura US High Yield quedándonos en cartera sólo el fondo más global y diversificado.&#13;
A principios del mes de abril se cambió el fondo DPAM European Real State Dividend por el fondo Echiquier Artificial Intelligence ya que el Covid 19 en el medio plazo creemos rebajará los dividendos de las empresas y los precios de los inmuebles. En cambio, conlleva cambios de hábitos como por ejemplo el incremento de la inteligencia artificial y todo lo relacionado con ella en el día a día. &#13;
Puntualmente se han utilizado derivados para mantener la exposición correcta de cartera en el caso de suscripciones de bajo importe en el fondo.&#13;
&#13;
&#13;
b) Operativa de préstamo de valores &#13;
No existe operativa de préstamo de valores en la IIC ni se invierte en productos estructurados. &#13;
c) Operativa en derivados y adquisición temporal de activos. Apalancamiento medio&#13;
La IIC no dispone de operativa de adquisición temporal de activos. &#13;
La metodología de cálculo para la medición de la exposición global al riesgo de mercado asociada a la operativa con instrumentos financieros derivados utilizada por la Gestora es la metodología de compromiso.&#13;
El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto.&#13;
La IIC podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados, con la finalidad de cobertura y de inversión. No obstante, en este trimestre todas las operaciones se han realizado a modo de cobertura. &#13;
El grado de apalancamiento del fondo ha sido el siguiente:&#13;
Enero 2020:&#13;
La IIC durante este mes no ha mantenido ninguna posición abierta directamente en derivados. &#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 65,08% sobre el patrimonio. Esta posición hace referencia a una aproximación de la exposición que mantienen todas las IIC’s que conforman la cartera del Ginvest Conservative Selection. &#13;
Febrero 2020:&#13;
La IIC durante este mes no ha mantenido ninguna posición abierta directamente en derivados. &#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 72,92% sobre el patrimonio. &#13;
Marzo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 0,30% sobre patrimonio en futuros del Stoxx600.&#13;
A cierre de mes la IIC no mantenía ninguna posición directa abierta en derivados. &#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 69,54% sobre el patrimonio. &#13;
Abril 2020:&#13;
La IIC durante este mes no ha mantenido ninguna posición abierta directamente en derivados. &#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 71,04% sobre el patrimonio. &#13;
Mayo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 0,89% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 1,18% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 71,47% sobre el patrimonio. &#13;
Junio 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 1,15% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 1,13% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 66,46% sobre el patrimonio. &#13;
d) Otra Información sobre inversiones&#13;
A la liquidez del fondo se le ha aplicado una comisión del 0,50% toda aquella que exceda el 1% del patrimonio del fondo. &#13;
No existen inversiones que pueden dejar de publicar valor liquidativo de manera sobrevenida. Tampoco existen inversiones que incluyan predicciones de resultados futuros.&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012.&#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
&#13;
&#13;
&#13;
3.	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
N/A&#13;
4.	RIESGO ASUMIDO POR EL FONDO&#13;
Respecto al riesgo asumido por el fondo comentar que la IIC utiliza la volatilidad como medida de riesgo. Esta mide la desviación del fondo respecto a su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que estas rentabilidades han sido mucho más estables en el tiempo. La IIC no tiene recogido en su folleto un límite por volatilidad, aunque sí está referenciado a un índice utilizado como Benchmark a efectos informativos o comparativos. &#13;
La volatilidad diaria del fondo anualizada durante el periodo ha sido de 4,60% mientras que la de su índice de referencia ha sido de 7,51%. Como información complementaria añadimos que la volatilidad de la letra del tesoro ha sido de 0,6%.&#13;
5.	EJERCICIO DE DERECHOS POLÍTICOS&#13;
El Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionadas, o para su delegación.&#13;
En general se delegará el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
6.	INFORMACIÓN Y ADVERTENCIAS CNMV&#13;
N/A&#13;
7.	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
N/A&#13;
8.	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS&#13;
No han existido costes derivados de servicios externos de análisis.&#13;
9.	COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
N/A&#13;
&#13;
10.	PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Nuestro escenario central sigue siendo que el impacto del virus va a ser temporal. China ya ha reactivado su economía (50% consumo mundial de materias primas, 50% crecimiento mundial, 70% producción farmacéutica, 30% producción mundial de autos, etc.) al igual que el resto del mundo. Sólo nos queda por ver si se podrán controlar todos aquellos brotes que vayan surgiendo para descontar ya una vuelta a la “normalidad” o no. Añadir que se deben también valorar los efectos que ello va a provocar: cambio de hábitos de consumo para pasar a ser una economía más digital, bajada del mercado inmobiliario, situación laboral deteriorada entre otros. Además, los resultados que empezarán a publicarse a principios de Julio despejarán un poco esta incertidumbre. &#13;
Así, la estrategia de inversión del fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de adaptarse a las mismas y aprovechando las oportunidades que se presenten en el mercado en función de su evolución. Las perspectivas contenidas en el presente informe deben considerarse como opiniones de la Gestora, que son susceptibles de cambio.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12020_V-55330591_da">No aplica en este informe</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12020_V-55330591_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total
</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12020_V-55330591_ia">GINVEST GPS DYNAMIC SELECTION</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12020_V-55330591_ia">2018-10-19</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">003</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12020_V-55330591_ia">5 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12020_V-55330591_ia">El compartimento invertirá más de un 50% de su patrimonio en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora e incluyendo IIC de gestión alternativa (UCITS).
Se invierte directa o indirectamente entre un 65%-75% de la exposición total en renta variable (si bien en condiciones normales de mercado la exposición estará en torno al 70%) y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos).
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12020_V-55330591_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12020_V-55330591_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.34</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.44</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.34</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.29</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.35</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.22</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.35</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-0.11</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">660049.88</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">430751.97</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">85</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="pure">53</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12020_V-55330591_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12020_V-55330591_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">7224061</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4579875</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy2" decimals="0" unitRef="euro">236819</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ia" decimals="4" unitRef="euro">10.9447</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy" decimals="4" unitRef="euro">10.6323</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy2" decimals="4" unitRef="euro">9.3228</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.22</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.22</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.72</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.72</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12020_V-55330591_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.94</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">17.68</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">-12.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">3.51</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">-0.88</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">14.05</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">-1.94</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-5.43</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">2.63</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">4.10</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-06</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-24</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">19.53</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">23.94</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">4.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">6.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">6.17</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">42.39</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">32.70</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.56</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.51</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.60</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.22</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.16</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12020_V-55330591_daa">BENCHMARK DYNAMIC SELECTION</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">27.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">19.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">33.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">5.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">7.77</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">6.94</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">9.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">9.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">9.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">6.01</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">6.01</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy2" decimals="2" unitRef="pure">1.35</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12020_V-55330591_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16004112C1407202025314267.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16004113C1407202025365497.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12020_V-55330591_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">6639828</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4442494</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">6639828</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4442494</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">582243</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">521310</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1990</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">-383928</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">7224061</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4579876</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">4579875</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">2374594</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">4579875</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">39.05</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">63.56</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">39.05</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">17.90</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.46</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">2.87</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.46</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">64.13</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">3.27</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">3.77</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">3.27</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">66.61</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-1.72</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.59</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-1.72</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">458.80</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.28</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-133.67</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">4.98</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">4.63</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">4.98</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">106.72</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-411.23</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.83</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.90</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.83</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">75.90</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.72</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.76</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.72</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">80.79</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">91.43</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">17.29</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">59.75</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">64.13</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">325.09</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">325.09</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">7224061</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">4579875</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">7224061</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1819479939</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Equicher Artif.Intel</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">199540</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BYXHR262</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|MUZINICH BND YLD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">73008</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0010758771</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Groupama Avenir Euro</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">69541</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0345362361</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity FDS Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">275760</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">155820</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BD5HPH84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Dragon Cap-Vietman</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">245287</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">162699</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0439765594</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">553837</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">327961</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0828818087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Janus World Hi Yi A2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">91866</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1321847714</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Blackrock St EMMK EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">197578</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">151644</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0336683767</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM L- Bonds Emergi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">140186</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">51666</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BFY0HF43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Baille Giff US Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">445399</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">6.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">251010</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BF5H4Q45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">555183</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">383120</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">8.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1170327958</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BLUEBAY-HIGH YIELD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">223212</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">146762</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0011188259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Echiquier Aegnor Mid</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">429597</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">5.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">268314</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0378818131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|X Global Gov Bond 1C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">120734</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">116115</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">BE6275503884</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|DPAM INV REAL EST EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">115975</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BZ0X9Z19</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Comgest Growth jpn-e</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">308923</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">192953</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1120697633</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Candrian Bonds-Cred</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">179265</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">113990</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0013202140</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|SEXTANT BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">165642</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1732799496</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Alger Small Cap Focu</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">444215</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">6.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">246983</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233242</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Evli Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">147051</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">237361</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0622306065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|GS Emerg Markets CB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">133899</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">84320</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1484142465</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">269997</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">176774</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FI4000233259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Elvi Short Corp Bond</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">58314</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0013202132</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Sextant PME</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">102970</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fund-European SM&amp;MD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">333966</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">184934</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B65YMK29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Muzinich Short Dur</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">91998</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0539144625</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Nordea I Sicav Nordi</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">247001</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">165947</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0318940003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity Europ Gr E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">281969</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">3.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">227741</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">4.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0360484686</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|JPMorgan US Advantag</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">576780</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">356161</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">6639895</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4441073</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">6639895</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4441073</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">6639895</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">91.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">4441073</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">96.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16004770C1407202025037849.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12020_V-55330591_ia">Dolar</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12020_V-55330591_ia">V/ Futuro Dolar Euro FX CME Sep20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1518199</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1518199</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1518199</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12020_V-55330591_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
a) Visión de la gestora/sociedad sobre la situación de los mercados&#13;
El primer semestre 2020 será recordado por la pandemia mundial del Covid 19 que paralizó la economía en seco durante el primer trimestre del año para iniciar luego una fuerte recuperación en forma de V acabando el semestre con gran parte de las pérdidas enjuagadas.&#13;
El primer trimestre se puede resumir con una palabra: coronavirus. La pandemia que empezó en Wuhan y se propagó al resto de China para luego expandirse al mundo entero generó incertidumbre sobre las perspectivas del crecimiento económico mundial. La economía mundial quedó prácticamente paralizada afectando principalmente al sector servicios con una drástica caída del consumo en hogares y empresas (representan un 70% del PIB). Al tener los dos motores económicos (industria y servicios) paralizados estuvimos ante una recesión técnica, con una crisis sanitaria y política también.&#13;
En los mercados financieros se tradujo en:&#13;
-	La mayor caída de la historia (un 40%) durante un menor período de tiempo de las bolsas.&#13;
-	Crisis de liquidez provocada por el pánico y la necesidad de los inversores de conseguir cash. &#13;
-	Máxima volatilidad alcanzada (mayor incluso que en 2008).&#13;
-	Incremento de los diferenciales de crédito hasta niveles no vistos descontando una grave recesión y alto incremento de empresas fallidas.&#13;
-	Dólar y oro no actuaron como valores refugio. Sólo lo fueron los gobiernos (algunos).&#13;
-	Materias primas no sirvieron como diversificación.&#13;
La situación durante finales Febrero Y Marzo fue de pánico total con ventas masivas en todo tipo de activo sin atender a fundamentales. Sólo a finales de mes la situación empezó a estabilizarse con una mejora de la situación en China y con la publicación de grandes planes de contingencia por parte de los bancos centrales y los gobiernos para calmar la crisis en los mercados financieros y en la economía real respectivamente.&#13;
La segunda mitad del semestre se caracterizó por una ingente inundación de programas, subvenciones y fondos, tanto por parte de los gobiernos como de entidades supranacionales y bancos centrales para intentar restablecer la economía real y financiera. Además, poco a poco se fue reanudando la actividad acabando el semestre con la zona asiática a pleno rendimiento mientras que Europa y USA se acercaron al 70%. &#13;
El problema está en Europa con la continua aparición de brotes y su contención lo que mantiene alta la incertidumbre. En USA y Latinoamérica el virus está descontrolado por lo que es posible que se deban adoptar nuevas medidas para frenarlo lo que volverá a afectar a la economía.  Hasta que no se halle una vacuna la incertidumbre persistirá en mayor o menor grado.&#13;
b) Decisiones generales de inversión adoptadas&#13;
En este contexto, Ginvest GPS Dynamic Selection se mantuvo casi sin cambios durante todo el período.&#13;
Durante el mes de marzo se incrementó el cash en detrimento de un fondo monetario para como hemos dicho poder hacer frente a posibles reembolsos por lo que pasamos del 3% al 8% aproximadamente en liquidez.&#13;
 En cuanto a Renta Fija, tener el 7% de la cartera en Gobiernos fue acertada ya que fue el único activo que funcionó como refugio y además se vio beneficiada por las bajadas de tipos habidas en marzo. Nos funcionó mejor la parte americana por este último hecho.&#13;
El grueso de nuestros activos en Renta Fija se encuentra en fondos con muy baja volatilidad, principalmente Investment Grade y sobretodo en la parte baja de duración al priorizar fondos con un impacto potencial bajo y que actúen como colchón en momentos donde pese la incertidumbre en los mercados consiguiendo un buen binomio rentabilidad/riesgo. Ello se consiguió sólo en parte: el fondo de bonos cubiertos al actuar como refugio funcionó muy bien pero no así el resto de fondos que componen este vértice, lastrados por su sesgo más europeo y la falta de liquidez. Ello nos perjudicó el primer trimestre y también el segundo trimestre ya que recuperaron más los bonos largos que los cortos por su alta sensibilidad a las bajadas de tipos y a las ayudas dadas tanto por los gobiernos como por organismos internacionales. &#13;
Los fondos High Yield nos funcionaron algo peor que el Benchmark al tener fondos bien diversificados, integrados por muchas emisiones, pero algo más arriesgados o menos líquidos que el Benchmark. Sin embargo, nuestra baja exposición a este tipo de activo nos benefició. A finales de marzo se redujo aún más el porcentaje en Renta Fija High Yield. Creemos se verá aún más penalizado por la próxima publicación de resultados de las empresas y posibles rebajas de rating.&#13;
 Se mantuvo un 2,52% aproximadamente en Inversiones Alternativas para descorrelacionar una parte del fondo de la direccionalidad del mercado sin mermar la rentabilidad y que aporten estabilidad en períodos de volatilidad complementando el vértice de Renta Fija. Tampoco acabó de funcionar cayendo un 1,01% en absoluto en el periodo.&#13;
En Renta Variable nuestra exposición es de neutralidad donde el vértice con mayor peso es el americano. En esta clase de activo tenemos para todos los vértices un sesgo growth excepto en US donde al no tener una visión clara de la política llevada a cabo por Trump estamos diversificados. En el vértice de emergentes estamos posicionados en fondos asiáticos, zona de donde procede el crecimiento mundial y con estabilidad política.&#13;
Durante este semestre la selección de fondos en los cuatro vértices de Renta Variable nos funcionó muy bien destacando los vértices americano y europeo, exceptuando el fondo de emergentes BlackRock Emerging Markets Opportunities que se suponía tenía que funcionar en este tipo de situaciones, como había hecho en el pasado, pero no ha sido así por el tensionamiento de los mercados. &#13;
Añadir que a principios de abril se vendió la posición en inmobiliario para pasar a comprar un fondo basado en Inteligencia Artificial para beneficiarnos del auge que ha provocado el coronavirus en este tipo de empresas. Éste nos ha reportado una revalorización latente de más de un 40%.&#13;
La exposición neta a dólar en el semestre se mantuvo durante el periodo estable en un 20% lo que perjudicó a la cartera ya que la divisa se depreció en absoluto contra el euro en un 0,19% aunque las coberturas ayudaron a mitigar algo las pérdidas.&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC’s fue de un 91,6% y las posiciones más significativas a 30 de Junio son: 11,36% en la gestora Banque de Luxemburg a través de dos de sus fondos: BL Equities Dividend y BL Equities Japan,  un 7,69% en Fidelity vía sus dos fondos Fidelity European Dynamic Growth y Fidelity Asia Pacific Opportunities, un 7,66% en la gestora Seilern con el fondo Seilern Stryx América y un 7,96% en la firma americana Morgan Stanley por su fondo MS Investment Funds US Advantage Fund.&#13;
En el análisis de IICs, se utilizan criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercados. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
c) Índice de referencia&#13;
La rentabilidad neta durante el período obtenida por el partícipe fue positiva siendo del +2,94% frente al -5,02% de la obtenida por su Benchmark de referencia a efectos informativos, siendo este el compuesto por un 70% del MSCI World 100% Hedged EUR Net Total Return más un 30% del Bloomberg Barclays Global Corporate Agreggate Total Return. &#13;
d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC&#13;
El patrimonio del fondo creció un 57,73% en el período siendo al final del trimestre 7.224.061,08 EUR. El número de partícipes aumentó un 60,37% siendo un total de 85 partícipes al final del período. &#13;
La rentabilidad anual al final del período se sitúa en un 2,94% siendo la rentabilidad máxima diaria alcanzada de 4,0957% y la mínima -5,4269%.  &#13;
Los gastos totales soportados por el compartimento fueron de 0.69% sobre el patrimonio neto de los cuales el 0,43% corresponde a la comisión de gestión y el 0,04% corresponde a la comisión de depositaria.&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la gestora&#13;
La rentabilidad obtenida por el fondo fue la mayor de todos los fondos gestionados por la gestora. La alta proporción en renta variable y la combinación acertada en los activos de renta fija ha supuesto para el fondo una revalorización mayor que el resto de fondos de la gestora. &#13;
2.	INFORMACIÓN SOBRE LAS INVERSIONES&#13;
a) Inversiones concretas realizadas durante el período&#13;
Durante el semestre se realizaron los siguientes cambios:&#13;
A mediados de marzo se redujo el Groupama Credit 1-3 como sustitutivo de cash para incrementar la liquidez para hacer frente a posibles reembolsos de clientes.&#13;
A finales del mes se redujo el porcentaje en el vértice Renta Fija High Yield a través de la venta del Evli European High Yield y del fondo Nomura US High Yield quedándonos en cartera sólo el fondo más global y diversificado.&#13;
A principios del mes de abril se cambió el fondo DPAM European Real State Dividend por el fondo Echiquier Artificial Intelligence ya que el Covid 19 en el medio plazo creemos rebajará los dividendos de las empresas y los precios de los inmuebles. En cambio, conlleva cambios de hábitos como por ejemplo el incremento de la inteligencia artificial y todo lo relacionado con ella en el día a día. &#13;
Puntualmente se han utilizado derivados para mantener la exposición correcta de cartera en el caso de suscripciones de bajo importe en el fondo.&#13;
b) Operativa de préstamo de valores &#13;
No existe operativa de préstamo de valores en la IIC ni se invierte en productos estructurados. &#13;
c) Operativa en derivados y adquisición temporal de activos. Apalancamiento medio&#13;
La IIC no dispone de operativa de adquisición temporal de activos.&#13;
La metodología de cálculo para la medición de la exposición global al riesgo de mercado asociada a la operativa con instrumentos financieros derivados utilizada por la Gestora es la metodología de compromiso.&#13;
El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto.&#13;
La IIC podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados, con la finalidad de cobertura y de inversión. No obstante, en este trimestre todas las operaciones se han realizado a modo de cobertura. &#13;
El grado de apalancamiento del fondo ha sido el siguiente.&#13;
Enero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 21,07% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 20,95% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 62,01% sobre patrimonio. Esta posición hace referencia a una aproximación de la exposición que mantienen todas las IIC’s que conforman la cartera del Ginvest Balanced Selection. &#13;
Febrero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 33,93% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 33,31% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 68,35% sobre patrimonio. &#13;
Marzo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 1,80% en futuros del S&amp;P500 y una posición media larga de 31,45% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 32,94% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 63,72% sobre patrimonio.&#13;
Abril 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 15,34% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 14,54% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 63,58% sobre el patrimonio. &#13;
Mayo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 20,19% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 21,69% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 63,78% sobre el patrimonio. &#13;
Junio 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 21,02% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 20,80% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 63,73% sobre el patrimonio. &#13;
d) Otra Información sobre inversiones&#13;
A la liquidez del fondo se le ha aplicado una comisión del 0,50% toda aquella que exceda el 1% del patrimonio del fondo. &#13;
No existen inversiones que pueden dejar de publicar valor liquidativo de manera sobrevenida. Tampoco existen inversiones que incluyan predicciones de resultados futuros.&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012. &#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
3.	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
N/A&#13;
4.	RIESGO ASUMIDO POR EL FONDO&#13;
El fondo utiliza la volatilidad como medida de riesgo. Esta mide la desviación del fondo respecto a su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que estas rentabilidades han sido mucho más estables en el tiempo. La IIC no tiene recogido en su folleto un límite por volatilidad, aunque sí está referenciado a un índice utilizado como Benchmark a efectos informativos o comparativos. &#13;
La volatilidad diaria del fondo anualizada durante el periodo ha sido de 12,19% mientras que la de su índice de referencia ha sido de 12,67%. Como información complementaria añadimos que la volatilidad de la letra del tesoro ha sido de 0,60%.&#13;
5.	EJERCICIO DE DERECHOS POLÍTICOS&#13;
Respecto al ejercicio de derechos políticos, el Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionadas, o para su delegación.&#13;
En general se delegará el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
6.	INFORMACIÓN Y ADVERTENCIAS CNMV&#13;
N/A&#13;
7.	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
N/A&#13;
8.	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS&#13;
No han existido costes derivados de servicios externos de análisis.&#13;
9.	COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
N/A&#13;
10.	PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Nuestro escenario central sigue siendo que el impacto del virus va a ser temporal. China ya ha reactivado su economía (50% consumo mundial de materias primas, 50% crecimiento mundial, 70% producción farmacéutica, 30% producción mundial de autos, etc.) al igual que el resto del mundo. Sólo nos queda por ver si se podrán controlar todos aquellos brotes que vayan surgiendo para descontar ya una vuelta a la “normalidad” o no. Añadir que se deben también valorar los efectos que ello va a provocar: cambio de hábitos de consumo para pasar a ser una economía más digital, bajada del mercado inmobiliario, situación laboral deteriorada entre otros. Además, los resultados que empezarán a publicarse a principios de Julio despejarán un poco esta incertidumbre. &#13;
Así, la estrategia de inversión del fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de adaptarse a las mismas y aprovechando las oportunidades que se presenten en el mercado en función de su evolución. Las perspectivas contenidas en el presente informe deben considerarse como opiniones de la Gestora, que son susceptibles de cambio.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12020_V-55330591_da">No aplica en este informe</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12020_V-55330591_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total
</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12020_V-55330591_ia">GINVEST GPS LONG TERM EQUITY SELECTION</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12020_V-55330591_ia">2018-10-19</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">004</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_S12020_V-55330591_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_S12020_V-55330591_ia">09</iic-com:XCode_VocacionInversora_09>
<iic-com:PerfilRiesgo contextRef="FIM_S12020_V-55330591_ia">6 en una escala de 1 a 7</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12020_V-55330591_ia">El compartimento invertirá más de un 50% de su patrimonio en otras IIC financieras, que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la Gestora e incluyendo IIC de gestión alternativa (UCITS).
Se invierte directa o indirectamente entre un 80%-100% de la exposición total en renta variable (si bien en condiciones normales de mercado la exposición estará en torno al 90%) y el resto en activos de renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, que sean líquidos).
</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12020_V-55330591_ia">Se podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura y de inversión 
</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12020_V-55330591_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.98</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.74</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.98</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">2.17</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.53</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.26</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.53</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-0.23</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">1060184.63</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">877741.52</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="pure">167</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="pure">103</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_S12020_V-55330591_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_S12020_V-55330591_ia">0</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11819449</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9588872</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_S12020_V-55330591_ipy2" decimals="0" unitRef="euro">581405</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ia" decimals="4" unitRef="euro">11.1485</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy" decimals="4" unitRef="euro">10.9245</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_S12020_V-55330591_ipy2" decimals="4" unitRef="euro">9.0389</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.25</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.25</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12020_V-55330591_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="euro">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">21.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">-15.83</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">7.10</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">-2.15</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">20.86</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">-2.90</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">-7.30</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-12</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">3.55</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">6.04</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_daq">2020-04-06</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12020_V-55330591_dpy">2020-03-24</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12020_V-55330591_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">26.94</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">18.65</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">32.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">6.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">8.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">7.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">42.39</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">32.70</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">49.79</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">12.41</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.56</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.51</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.60</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.22</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.18</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">0.16</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12020_V-55330591_daa">BENCHMARK LONG TERM EQ SELECTION</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">34.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">24.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">42.39</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">7.39</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">10.40</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">9.14</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">11.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">11.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">11.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">8.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">8.18</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.71</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_daq" decimals="2" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq" decimals="2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq2" decimals="2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpq3" decimals="2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy" decimals="2" unitRef="pure">1.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_S12020_V-55330591_dpy2" decimals="2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12020_V-55330591_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16005112C1407202025329882.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16005113C1407202025377931.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_S12020_V-55330591_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11475927</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9370726</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11475927</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9370726</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">486661</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">287586</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">-143138</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">-69440</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11819450</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9588872</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">9588872</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">7456724</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">9588872</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">19.11</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">19.95</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">19.11</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">11.83</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.74</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">4.44</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">2.74</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-27.85</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">3.58</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">5.45</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">3.58</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-23.19</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-100.00</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-1.39</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.09</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-1.39</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-1884.12</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.40</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.44</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.40</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">5.07</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">5.40</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">5.80</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">5.40</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">8.76</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">1354.36</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.84</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-1.02</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.84</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-3.83</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.74</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.90</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.74</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-3.87</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">14.53</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-3.41</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">163.45</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-27.85</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-100.00</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-100.00</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_S12020_V-55330591_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">11819449</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_dpp" decimals="0" unitRef="euro">9588872</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_S12020_V-55330591_daa" decimals="0" unitRef="euro">11819449</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" 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_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0345362361</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity FDS Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1275763</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">10.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">700078</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0439765594</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|BL Global</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">868086</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">7.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">810192</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">8.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">SE0005189537</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|PriorNilsson Realinv</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.SEK contextRef="FIM_S12020_V-55330591_da">SEK</dgi-lc-int:Xcode_ISO4217.SEK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1258744</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">10.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1050394</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">10.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1321847714</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Blackrock St EMMK EQ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">270461</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">509459</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">5.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BFY0HF43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Baille Giff US Eq</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1175680</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">9.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">691896</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B11DWM09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Lindsell Train Japan</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12020_V-55330591_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">473289</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">690482</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BF5H4Q45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">883577</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">9.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">FR0011188259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Echiquier Aegnor Mid</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">1010226</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">1026901</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">10.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00BZ0X9Z19</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Comgest Growth jpn-e</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">751294</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">6.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">728813</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">7.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU1732799496</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Alger Small Cap Focu</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">959287</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">628924</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">6.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">IE00B1ZBRP88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Seilern Stryx World</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">966821</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0675296932</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fund-European SM&amp;MD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">532234</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">4.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">653809</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">6.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0318940003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|Fidelity Europ Gr E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12020_V-55330591_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">954203</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">993075</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">10.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12020_V-55330591_ia">LU0360484686</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12020_V-55330591_ia">PARTICIPACIONES|JPMorgan US Advantag</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12020_V-55330591_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">979955</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">8.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11476043</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">97.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9367600</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11476043</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">97.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9367600</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">11476043</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">97.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_S12020_V-55330591_ipy" decimals="0" unitRef="euro">9367600</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_S12020_V-55330591_ipy" decimals="2" unitRef="pure">97.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_S12020_V-55330591_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">16005770C1407202025042841.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_S12020_V-55330591_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12020_V-55330591_ia">Dolar</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12020_V-55330591_ia">V/ Futuro Dolar Euro FX CME Sep20</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2656849</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12020_V-55330591_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2656849</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_S12020_V-55330591_ia" decimals="0" unitRef="euro">2656849</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12020_V-55330591_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12020_V-55330591_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12020_V-55330591_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a)	Visión de la gestora/sociedad sobre la situación de los mercados&#13;
El primer semestre 2020 será recordado por la pandemia mundial del Covid 19 que paralizó la economía en seco durante el primer trimestre del año para iniciar luego una fuerte recuperación en forma de V acabando el semestre con gran parte de las pérdidas enjuagadas.&#13;
El primer trimestre se puede resumir con una palabra: coronavirus. La pandemia que empezó en Wuhan y se propagó al resto de China para luego expandirse al mundo entero generó incertidumbre sobre las perspectivas del crecimiento económico mundial. La economía mundial quedó prácticamente paralizada afectando principalmente al sector servicios con una drástica caída del consumo en hogares y empresas (representan un 70% del PIB). Al tener los dos motores económicos (industria y servicios) paralizados estuvimos ante una recesión técnica, con una crisis sanitaria y política también.&#13;
En los mercados financieros se tradujo en:&#13;
-	La mayor caída de la historia (un 40%) durante un menor período de tiempo de las bolsas.&#13;
-	Crisis de liquidez provocada por el pánico y la necesidad de los inversores de conseguir cash. &#13;
-	Máxima volatilidad alcanzada (mayor incluso que en 2008).&#13;
-	Incremento de los diferenciales de crédito hasta niveles no vistos descontando una grave recesión y alto incremento de empresas fallidas.&#13;
-	Dólar y oro no actuaron como valores refugio. Sólo lo fueron los gobiernos (algunos).&#13;
-	Materias primas no sirvieron como diversificación.&#13;
La situación durante finales Febrero Y Marzo fue de pánico total con ventas masivas en todo tipo de activo sin atender a fundamentales. Sólo a finales de mes la situación empezó a estabilizarse con una mejora de la situación en China y con la publicación de grandes planes de contingencia por parte de los bancos centrales y los gobiernos para calmar la crisis en los mercados financieros y en la economía real respectivamente.&#13;
La segunda mitad del semestre se caracterizó por una ingente inundación de programas, subvenciones y fondos, tanto por parte de los gobiernos como de entidades supranacionales y bancos centrales para intentar restablecer la economía real y financiera. Además, poco a poco se fue reanudando la actividad acabando el semestre con la zona asiática a pleno rendimiento mientras que Europa y USA se acercaron al 70%. &#13;
El problema está en Europa con la continua aparición de brotes y su contención lo que mantiene alta la incertidumbre. En USA y Latinoamérica el virus está descontrolado por lo que es posible que se deban adoptar nuevas medidas para frenarlo lo que volverá a afectar a la economía.  Hasta que no se halle una vacuna la incertidumbre persistirá en mayor o menor grado.&#13;
b) Decisiones generales de inversión adoptadas&#13;
En este contexto, Ginvest GPS Long Term Equity Selection Fund mantuvo el porcentaje en Renta Variable de un 96,82%. &#13;
A principios de febrero se establece un cambio de metodología en el cálculo de pesos dentro del Ginvest GPS Long Term. Hasta esta fecha el cálculo se realizaba ajustando el peso de cada uno de los fondos según Ratio Sharpe a 3 años. A finales de diciembre y debido a que los fondos americanos se comportaron mejor, pero por índice de Sharpe éstos en el fondo Ginvest GPS Long Term tenían un peso menor que en el resto de la gama, resultó que el fondo Ginvest GPS Dynamic tuvo un mejor comportamiento relativo. Es por ello que por coherencia se decidió alocar el Ginvest GPS Long Term según misma composición geográfica que el resto de la gama y aplicar la ratio de Sharpe sólo para la asignación de pesos dentro de cada vértice.&#13;
Por esta razón se incrementa el peso del vértice americano en la cartera vía la compra de un nuevo fondo.&#13;
Durante el semestre la cartera nos funcionó muy bien ya que tenemos para todos los vértices un sesgo growth excepto en US donde al no tener una visión clara de la política llevada a cabo por Trump estamos diversificados. En el vértice de emergentes estamos posicionados en fondos asiáticos, zona de donde procede el crecimiento mundial y con estabilidad política.&#13;
Durante este semestre la selección de fondos en los cuatro vértices de Renta Variable nos funcionó muy bien (destacando los vértices americano y europeo), exceptuando el fondo de emergentes BlackRock Emerging Markets Opportunities que se suponía tenía que funcionar en este tipo de situaciones, como había hecho en el pasado, pero no ha sido así por el tensionamiento de los mercados. &#13;
La exposición neta a dólar en el semestre se mantuvo durante el periodo estable en un 23% lo que perjudicó a la cartera ya que la divisa se depreció en absoluto contra el euro en un 0,19% aunque las coberturas ayudaron a mitigar algo las pérdidas.&#13;
Al final del semestre el porcentaje sobre el patrimonio en IIC’s fue de un 96,82% y las posiciones más significativas a 30 de junio son: 18,81% en la gestora Fidelity vía los fondos Fidelity European Dynamic Growth y Fidelity Asia Pacific Opportunities, un 10,62% en la gestora Prior&amp;Nilsson a través de su fondo RealInvest Fund y un 9,92% en el fondo Baillie Gifford Worldwide US Equity de la gestora del mismo nombre.&#13;
En el análisis de IIC’s, se utilizan criterios de selección tanto cuantitativos como cualitativos, centrándose en fondos con suficiente historia para poder analizar su comportamiento en diferentes situaciones de mercados. Las políticas de gestión de los fondos comprados deben ser coherentes con la estrategia de cada una de las instituciones.&#13;
c) Índice de referencia&#13;
La rentabilidad neta durante el período obtenida por el partícipe fue positiva siendo del 2,05% frente al -6,04% de la obtenida por su Benchmark de referencia a efectos informativos, siendo este el compuesto por un 100% del MSCI World 100% Hedged EUR Net Total Return. &#13;
d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC&#13;
El patrimonio del fondo creció un 23,26% en el período siendo al final del trimestre 11.819.449,29 EUR. El número de partícipes aumentó un 63,72% siendo un total de 167 partícipes al final del período. &#13;
La rentabilidad anual al final del período se sitúa en un 2,05% siendo la rentabilidad máxima diaria alcanzada de 6,0372% y la mínima -7,3037%.  &#13;
Los gastos totales soportados por el compartimento fueron de 0,69% sobre el patrimonio neto de los cuales el 0,43% corresponde a la comisión de gestión y el 0,04% corresponde a la comisión de depositaria.&#13;
e) Rendimiento del fondo en comparación con el resto de fondos de la gestora&#13;
La rentabilidad obtenida por el fondo en el período fue la segunda mayor de todos los fondos de la gestora. Al ser éste un fondo con la una cartera integra de renta variable se ha visto beneficiado.&#13;
2.	INFORMACIÓN SOBRE LAS INVERSIONES&#13;
a) Inversiones concretas realizadas durante el período&#13;
Durante este semestre sólo se ha realizado la compra de un nuevo fondo como consecuencia del incremento del peso del vértice americano en su composición. Es el fondo Morgan Stanley US Advantage Fund comprado en fecha 26 de febrero. &#13;
b) Operativa de préstamo de valores &#13;
No existe operativa de préstamo de valores en la IIC ni se invierte en productos estructurados. &#13;
c) Operativa en derivados y adquisición temporal de activos. Apalancamiento medio&#13;
La IIC no dispone de operativa de adquisición temporal de activos. &#13;
La metodología de cálculo para la medición de la exposición global al riesgo de mercado asociada a la operativa con instrumentos financieros derivados utilizada por la Gestora es la metodología de compromiso.&#13;
El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto.&#13;
La IIC podrá operar con instrumentos financieros derivados negociados en mercados organizados y no organizados, con la finalidad de cobertura y de inversión. No obstante, en este trimestre todas las operaciones se han realizado a modo de cobertura. &#13;
El grado de apalancamiento del fondo ha sido el siguiente.&#13;
Enero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 16,50% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 15,51% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 54,42% sobre patrimonio. Esta posición hace referencia a una aproximación de la exposición que mantienen todas las IIC’s que conforman la cartera del Ginvest Balanced Selection. &#13;
Febrero 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 16,00% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 16,04% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 51,12% sobre patrimonio. &#13;
Marzo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga del 0,30% en futuros del S&amp;P500, una posición media larga del 0,20% en futuros del STOXX600 y una posición media larga de 15,51% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 15,23% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición neta larga en derivados del 50,93% sobre patrimonio. &#13;
Abril 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 21,53% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 22,33% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 50,04% sobre el patrimonio. &#13;
Mayo 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 24,57% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 24,46% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 50,26% sobre el patrimonio. &#13;
Junio 2020:&#13;
La IIC durante este mes ha mantenido una posición media larga de 23,16% en futuros FX EURUSD.  &#13;
A cierre de mes la IIC mantenía abierta una posición larga del 22,25% en futuros FX EURUSD.&#13;
Por otra parte, la IIC a cierre de mes mantenía de forma indirecta una exposición en derivados neta larga del 50,64% sobre el patrimonio. &#13;
d) Otra Información sobre inversiones&#13;
A la liquidez del fondo se le ha aplicado una comisión del 0,50% toda aquella que exceda el 1% del patrimonio del fondo. &#13;
No existen inversiones que pueden dejar de publicar valor liquidativo de manera sobrevenida. Tampoco existen inversiones que incluyan predicciones de resultados futuros.&#13;
No existen activos que pertenezcan al artículo 48.1 j) del RD 1082/2012. &#13;
En la IIC no hay activos en situación morosa, dudosa o en litigio.&#13;
3.	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
N/A&#13;
4.	RIESGO ASUMIDO POR EL FONDO&#13;
Respecto al riesgo asumido por el fondo, comentar que la IIC utiliza la volatilidad como medida de riesgo. Esta mide la desviación del fondo respecto a su media histórica. Una desviación alta significa que las rentabilidades del fondo han experimentado en el pasado fuertes variaciones, mientras que una desviación baja indica que estas rentabilidades han sido mucho más estables en el tiempo. La IIC no tiene recogido en su folleto un límite por volatilidad, aunque sí está referenciado a un índice utilizado como Benchmark a efectos informativos o comparativos. &#13;
La volatilidad diaria del fondo anualizada durante el periodo ha sido de 16,64% mientras que la de su índice de referencia ha sido de 17,70%. Como información complementaria añadimos que la volatilidad de la letra del tesoro ha sido de 0,60%.&#13;
5.	EJERCICIO DE DERECHOS POLÍTICOS&#13;
Respecto al ejercicio de derechos políticos, el Consejo de Administración establecerá los criterios para la Asistencia a Juntas de Administración de las sociedades a las que tenga derecho de asistencia, en representación de las instituciones gestionadas, o para su delegación.&#13;
En general se delegará el derecho de asistencia y voto a las Juntas Generales de las sociedades en el Presidente del Consejo de Administración u otro miembro del Consejo. Si en algún caso no fuera así, se informará del sentido del voto en los informes periódicos a partícipes.&#13;
6.	INFORMACIÓN Y ADVERTENCIAS CNMV&#13;
N/A&#13;
7.	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
N/A&#13;
8.	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS&#13;
No han existido costes derivados de servicios externos de análisis.&#13;
9.	COMPARTIMENTOS DE PROPÓSITO ESPECIAL&#13;
N/A&#13;
10.	PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Nuestro escenario central sigue siendo que el impacto del virus va a ser temporal. China ya ha reactivado su economía (50% consumo mundial de materias primas, 50% crecimiento mundial, 70% producción farmacéutica, 30% producción mundial de autos, etc.) al igual que el resto del mundo. Sólo nos queda por ver si se podrán controlar todos aquellos brotes que vayan surgiendo para descontar ya una vuelta a la “normalidad” o no. Añadir que se deben también valorar los efectos que ello va a provocar: cambio de hábitos de consumo para pasar a ser una economía más digital, bajada del mercado inmobiliario, situación laboral deteriorada entre otros. Además, los resultados que empezarán a publicarse a principios de Julio despejarán un poco esta incertidumbre. &#13;
Así, la estrategia de inversión del fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de adaptarse a las mismas y aprovechando las oportunidades que se presenten en el mercado en función de su evolución. Las perspectivas contenidas en el presente informe deben considerarse como opiniones de la Gestora, que son susceptibles de cambio.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12020_V-55330591_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S12020_V-55330591_da">No aplica en este informe</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12020_V-55330591_da">No existe información sobre operaciones de financiación de valores, reutilización de las garantías y swaps de rendimiento total
</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
<iic-ges:ComparativaRentabilidadMedia>
<iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaEuroParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionMixtoEuroPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionMixtoEuroPatrimonio>
<iic-ges:ComparativaVocacionMixtoEuroParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionMixtoEuroParticipes>
<iic-ges:ComparativaVocacionMixtoEuroRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionMixtoEuroRentabilidad>
<iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">19447347</iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio>
<iic-ges:ComparativaVocacionMixtoInternacionalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">143</iic-ges:ComparativaVocacionMixtoInternacionalParticipes>
<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">-0.25</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">27877277</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">244</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.21</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableEuroParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaVariableEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">10210550</iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">137</iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">2.05</iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad>
<iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio>
<iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes>
<iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad>
<iic-ges:ComparativaVocacionGarantiaParcialPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGarantiaParcialPatrimonio>
<iic-ges:ComparativaVocacionGarantiaParcialParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGarantiaParcialParticipes>
<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
<iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio>
<iic-ges:ComparativaVocacionRetornoAbsolutoParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRetornoAbsolutoParticipes>
<iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad>
<iic-ges:ComparativaVocacionGlobalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionGlobalPatrimonio>
<iic-ges:ComparativaVocacionGlobalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionGlobalParticipes>
<iic-ges:ComparativaVocacionGlobalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionGlobalRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad>
<iic-ges:ComparativaVocacionTotalPatrimonio contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="euro">57535174</iic-ges:ComparativaVocacionTotalPatrimonio>
<iic-ges:ComparativaVocacionTotalParticipes contextRef="FIM_S12020_V-55330591_da" decimals="0" unitRef="pure">524</iic-ges:ComparativaVocacionTotalParticipes>
<iic-ges:ComparativaVocacionTotalRentabilidad contextRef="FIM_S12020_V-55330591_da" decimals="2" unitRef="pure">1.35</iic-ges:ComparativaVocacionTotalRentabilidad>
</iic-ges:ComparativaRentabilidadMedia>
</xbrli:xbrl>