<?xml version="1.0" encoding="UTF-8"?><!--Generado por RD Sistemas, S.A. [J1041F]--><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_T32019_V-87419040_da">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-07-01</xbrli:startDate>
<xbrli:endDate>2019-09-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-04-01</xbrli:startDate>
<xbrli:endDate>2019-06-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_daa">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-09-30</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpq2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2019-01-01</xbrli:startDate>
<xbrli:endDate>2019-03-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpq3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2018-10-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2017-01-01</xbrli:startDate>
<xbrli:endDate>2017-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2016-01-01</xbrli:startDate>
<xbrli:endDate>2016-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dpy5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2014-01-01</xbrli:startDate>
<xbrli:endDate>2014-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dly3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2016-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_dly5">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:startDate>2014-01-01</xbrli:startDate>
<xbrli:endDate>2018-12-31</xbrli:endDate>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_ia">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2019-09-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_ipp">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2019-06-30</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_ipy">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2018-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_ipy2">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2017-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:context id="FIM_T32019_V-87419040_ipy3">
<xbrli:entity>
<xbrli:identifier scheme="http://www.cnmv.es/xbrl/iic/V-87419040">BANKINTER CARTERA PRIVADA AGRESIVA FI</xbrli:identifier>
<xbrli:segment>
<iic-com:version>1.0.0</iic-com:version>
</xbrli:segment>
</xbrli:entity>
<xbrli:period>
<xbrli:instant>2016-12-31</xbrli:instant>
</xbrli:period>
</xbrli:context>
<xbrli:unit id="euro">
<xbrli:measure>iso4217:EUR</xbrli:measure>
</xbrli:unit>
<xbrli:unit id="pure">
<xbrli:measure>xbrli:pure</xbrli:measure>
</xbrli:unit>
<iic-fim:InformeFIM>
<iic-fim:InformacionGeneralFIM>
<iic-com-fon:DenominacionFondo contextRef="FIM_T32019_V-87419040_ia">BANKINTER CARTERA PRIVADA AGRESIVA FI</iic-com-fon:DenominacionFondo>
<iic-com:DescripcionGeneral>
<iic-com:RegistroCNMV contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="pure">4921</iic-com:RegistroCNMV>
<iic-com:XCode_TipoInforme_01 contextRef="FIM_T32019_V-87419040_ia">01</iic-com:XCode_TipoInforme_01>
<iic-com:XCode_PeriodoInforme_03 contextRef="FIM_T32019_V-87419040_ia">03</iic-com:XCode_PeriodoInforme_03>
<iic-com:AnoInforme contextRef="FIM_T32019_V-87419040_ia">2019</iic-com:AnoInforme>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
</iic-com:DescripcionGeneral>
<iic-com:RatingDepositario contextRef="FIM_T32019_V-87419040_ia">BBB+ S&amp;P</iic-com:RatingDepositario>
<iic-com-fon:FondoCompartimentos contextRef="FIM_T32019_V-87419040_ia">false</iic-com-fon:FondoCompartimentos>
</iic-fim:InformacionGeneralFIM>
<iic-com:ConsultaCarteraInversiones>
<iic-com:DireccionInforme contextRef="FIM_T32019_V-87419040_ia">MARQUES DE RISCAL, 11DP Madrid</iic-com:DireccionInforme>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_T32019_V-87419040_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_T32019_V-87419040_da">N/D</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
<iic-com:DirWebInforme contextRef="FIM_T32019_V-87419040_ia">N/D</iic-com:DirWebInforme>
</iic-com:ConsultaCarteraInversiones>
<iic-com:ConsultaGestora>
<dgi-est-gen:Address>
<dgi-est-gen:AddressFormat>
<dgi-lc-int:Xcode_UN3477.05 contextRef="FIM_T32019_V-87419040_da">05</dgi-lc-int:Xcode_UN3477.05>
</dgi-est-gen:AddressFormat>
<dgi-est-gen:AddressLine contextRef="FIM_T32019_V-87419040_da">Servicio Atención al Cliente Bankinter - Avenida de Bruselas, 12 28108 - Alcobendas Madrid - 900802081</dgi-est-gen:AddressLine>
</dgi-est-gen:Address>
<dgi-est-gen:CommunicationWays>
<dgi-est-gen:CommunicationType>
<dgi-lc-int:Xcode_UN3155.EM contextRef="FIM_T32019_V-87419040_da">EM</dgi-lc-int:Xcode_UN3155.EM>
</dgi-est-gen:CommunicationType>
<dgi-est-gen:CommunicationValue contextRef="FIM_T32019_V-87419040_da">N/D</dgi-est-gen:CommunicationValue>
</dgi-est-gen:CommunicationWays>
</iic-com:ConsultaGestora>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com-fon:FechaRegistroFondo contextRef="FIM_T32019_V-87419040_ia">2015-11-20</iic-com-fon:FechaRegistroFondo>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_07 contextRef="FIM_T32019_V-87419040_ia">07</iic-fim:XCode_TipoFIM_07>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_T32019_V-87419040_ia">09</iic-com:XCode_VocacionInversora_09>
<iic-com:PerfilRiesgo contextRef="FIM_T32019_V-87419040_ia">6, en una escala del 1 al 7.</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_T32019_V-87419040_ia">La gestión toma como referencia la rentabilidad del índice 50% STOXX Europe 600 (Net Return) + 30% S&amp;P500 Total Return +10% Topix Total Return +10% MSCI Emerging Markets Daily Net TR EUR, que se utiliza en términos meramente informativos o comparativos.&#13;
El Fondo invertirá entre un 50% y un 100% del patrimonio en IIC financieras que sean activo apto, armonizadas o no, pertenecientes o no al grupo de la gestora. La inversión en IIC financieras no armonizadas no será superior al 30% del patrimonio.&#13;
El Fondo puede invertir, directa o indirectamente a través de IIC, con un mínimo del 75% y un máximo del 100% de la exposición total en renta variable y el resto de la exposición total en activos de renta fija pública y/o privada (incluyendo instrumentos del mercado monetario cotizados o no, que sean líquidos) y hasta un máximo del 10% en materias primas a través de activos aptos de acuerdo con la Directiva 2009/65/CE.&#13;
Tanto en la inversión directa como indirecta, no existe predeterminación en cuanto a porcentajes de inversión por capitalización, emisores, divisas, países, sectores, rating ni duración de la cartera de renta fija. Se invertirá principalmente en emisores y/o mercados de países OCDE/UE, y minoritariamente en emisores y/o mercados de países emergentes. Por lo que este fondo podría tener hasta un 25% en baja calificacion calificación crediticia (inferior a BBB-) o sin rating.&#13;
La exposición máxima a riesgo de mercado por uso de derivados es el patrimonio neto.&#13;
El riesgo de divisa del fondo pueda llegar al 100%.&#13;
Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado miembro de la Unión Europea, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con calificación de solvencia no inferior a la del Reino de España.&#13;
Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_T32019_V-87419040_ia">El fondo ha realizado durante el periodo operaciones en instrumentos financieros derivados.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_T32019_V-87419040_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.18</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.40</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.93</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">0.88</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.69</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.24</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.34</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">-0.02</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="pure">002</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_T32019_V-87419040_ia">CLASE B</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">235697.28</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">301055.73</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="pure">64</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="pure">75</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_T32019_V-87419040_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_T32019_V-87419040_ia">200000</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">25813348</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ipy" decimals="0" unitRef="euro">35348256</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ipy2" decimals="0" unitRef="euro">32066135</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ipy3" decimals="0" unitRef="euro">5664834</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ia" decimals="4" unitRef="euro">109.5191</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ipy" decimals="4" unitRef="euro">95.8672</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ipy2" decimals="4" unitRef="euro">108.3789</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ipy3" decimals="4" unitRef="euro">99.8566</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.32</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.94</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.02</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.02</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.33</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.95</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32019_V-87419040_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">14.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">2.06</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">1.83</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">9.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">-12.49</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">-11.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">8.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">-0.12</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-2.00</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">-2.00</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32019_V-87419040_dly3" decimals="2" unitRef="pure">-3.57</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32019_V-87419040_da">2019-08-05</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32019_V-87419040_dpy">2019-08-05</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32019_V-87419040_dly3">2016-06-24</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.46</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">2.18</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32019_V-87419040_dly3" decimals="2" unitRef="pure">2.82</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32019_V-87419040_da">2019-08-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32019_V-87419040_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32019_V-87419040_dly3">2016-01-22</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32019_V-87419040_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">8.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">8.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">7.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">9.36</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">10.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">5.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">12.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">12.24</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">12.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">25.83</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.23</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.15</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">0.59</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">0.70</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32019_V-87419040_daa">BENCHMARK C AGRESIVA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">8.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">9.85</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">7.42</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">8.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">13.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">10.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">8.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">16.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">5.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">5.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">6.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">5.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">5.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">5.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">5.67</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">1.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">0.50</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">1.99</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">2.14</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpy3" decimals="2" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32019_V-87419040_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">20289112C091020192964281.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">20289113C091020193527796.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wAARCAF3AnEDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD+/iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvP/iz8UvAnwO+FnxL+NfxS13/hF/hl8H/h/wCMvil8RfE39maxrf8AwjvgT4f+HNS8WeLtd/sbw7p+r+INX/sjw/pGoah/ZmhaVqesX/2f7Lpmn3t7LBbS+gV8Af8ABWL/AJRZf8FLP+zAP2yP/WdfiNQB8Cw/8HRH/BCqeWOFP254leV1RWm/Zs/a9togzHAMlxcfAGKCFAfvSSyJGo5ZgATX7RfA/wCOfwf/AGlPhZ4Q+NvwF+Ivhb4rfCfx7YS6l4S8deDdTi1XQtYt7a8uNOvo4549strqGl6nZ3uk6zpN9Da6po2r2V7pWq2dnqNnc20X8nv7LH/Bwj8Iv2Uf+Cc37BPwq+Ln/BNT/gqxPbx/svfsu/s6+B/Hmsfso+ENA/Z/+P3j63+CPhTwt4fsPhX8SfGPxe0yy8ceE/ie2kz6r4JvrHQLvUvEfhC7i1qDw1LG0tmv0V+yL4p+Lv8AwRZ/4Iv/ALdP7Zf7RfwP0r4UeI/FP7Rf7QP7YPws/Y7s9btZ9E+AelftFeMvAfgX4Efs6XmoaAp07RtDsPGN1ol3q1roNvFP4e0fxTc28+l2PiSz1HSrYA/qPor/AD/tH/4OOPHPwK1v4c/HbxB/wWW/Z/8A277PWvGvgi1+OH7Bfhj/AIJvfHH9nbSfB3gbxTrmnaZ45vP2ev2k/EHw30PWvFOvfDTT7+61/R1+Ml9otp4j0zRLuGS31PWrjT9Gv/2B1v4sf8Ffv2t/+Cs//BVL9iv9lr9tj4c/ssfs8/sq2H7FeveHfiD4m/Zm+F/xz8dfDXVPi9+zjp3jabwJ4E8Pa3F4VtPE+mfFfxZJ4y8S+NfE/wAUdb8Z3/gmDwloOk+ALbSLLV7+xnAP6KPi18dfg/8AAi18AXnxg+Ifhn4fQ/Fb4sfD/wCBXw1XxFfi1ufHXxg+Kesf2H4B+HnhayRZbzWfE3iK9W5lgsLGCY2mk6drGv6k1loWi6tqVl6xX+f7+1v8eP8AgoL+3N+zz/wTw8P/ABX/AGl/Bfws/aK/ZD/4OV9G/wCCbPjvx94A+BfgrxZ4Y8Z/tMeCZbCX4I/tkWPh/wAQXGlWEL/AyG58eWM/watrHSfh98Y5PHJ1LxNbeHU8M6Jpy/vt/wAFDvjh+3R+zzp37LfwS1H/AIKC/s4/sQ/Da3/Z/iu/2hv+Cqvx88B/s56prvxl/aO8JweHPDL/AA4+DX7IPi34seHLTTPEXj5k8Q/GDxjHo/hfxN4I8HaBqmneH/DniC1udEuNO1cA/cz4s/FLwJ8DvhZ8S/jX8Utd/wCEX+GXwf8Ah/4y+KXxF8Tf2ZrGt/8ACO+BPh/4c1LxZ4u13+xvDun6v4g1f+yPD+kahqH9maFpWp6xf/Z/sumafe3ssFtKfCf4peBPjj8LPhp8a/hbrv8AwlHwy+MHw/8ABvxS+HXib+zNY0T/AISLwJ8QPDmm+LPCOu/2N4i0/SPEGkf2v4f1fT9Q/szXdK0zWLD7R9l1PT7K9intov5Hf2fv+CknxU/bW/4Ju/8ABw78AviZ+0t8Nf23LP8AY6/Y4+LcHw8/bL+Gfwob4H6d8c/BPxu/ZK+PeqKur/DGG2sNK0LXPA3iT4d+IfD9/daHYQ6NqU7SHSbzXtKtrDxHq6/s83v/AAW7+A3/AASR/Zq/4KAeBP2rP2b7f4Kfs4/sGfBj4k6d/wAE8Na/Z60m48P+PP2X/gn8BfDupyeJtf8A2pH1ef4p6d8ZfHvwr8MSeOE8PaHpGn+DtG1/V7Xw/b3kkFpILgA/qi/4aj+BP/DU/wDwxT/wnP8Axk1/wz//AMNR/wDCtP8AhGfGP/JCf+Fi/wDCp/8AhOf+Ey/4R7/hX/8AyUD/AIkH/CM/8JX/AMJj/wAxX/hHv7F/4mVfP/wf/wCCo/7Cfx7/AOGO/wDhU/xz/wCEr/4b7/4aD/4ZK/4tl8YtC/4Wx/wyv/af/C+f+Rl+H2j/APCCf8IJ/Y+pf8lL/wCEN/4Sf7N/xRv/AAkPnQeb8U/Ab/goF8Uv2g/+CwXwZ+Evg3xrdwfsbfG//ghV8O/+CgXhT4XX/hjwWt9D8UviV+1Bo/hrQ/Gt74xj8Pnx4LuP4Wa1a+Hbjwwniw+CxMH1RfD51nGpV+LH/BD39qP47fCj4E/8GvX7NHgDxz/YHwS/ay/4fX/8NAeCv+EZ8Hap/wAJ9/wojxj8WvH/AMKf+Kj1rw9qPi3wr/wivi3UbzVv+KK17w5/bnnfYPEf9saZHFZIAf2+V4B8Av2o/gT+1B/wur/hRfjn/hOP+Gd/2gPiP+y58Yv+KZ8Y+Gf+EP8Ajt8JP7G/4WD4G/4rDw94f/4SD/hH/wDhINI/4qbwt/bfg7Vftf8AxJPEOpfZ7ryfw6svjN/wVS/4KT/tUftoW37Dv7Xfwj/Ye/Za/YR/aD179lDTJPEf7Nvhb9ovxd+0r+0F8LtH0LVvi/pXj6Txjq2jyfDj4d6Lq/iDTfD9jq/gC9j8Rvplyt5HaXeomWS0+Iv2BPil+3N+z5+xB/wV58UeA9K/Zy8LftO63/wXw/ad0345fFjxp8RvB2ifstfsr6D8Q9G/Z91T40ftFahqfxa8b/DWXxl8PPhfa6hdyeFfCE+qjx3q99qfh2LVPCepzWOv6CwB/ZDRX8h/7CP/AAVS+Ndl/wAFVP2cf2GdY/4Kv/AL/grv8Mv2o/B3x4m13xZ8Mv2ZvBn7P2ufs3eNvhJ8NtV+K/hqO21v4X3uq+BPH/hvx1ovhrxFosEa+JPEmtWV1Y3dxqsOgLbaXL4i+rLL4zf8FUv+Ck/7VH7aFt+w7+138I/2Hv2Wv2Ef2g9e/ZQ0yTxH+zb4W/aL8XftK/tBfC7R9C1b4v6V4+k8Y6to8nw4+Hei6v4g03w/Y6v4AvY/Eb6ZcreR2l3qJlktAD9xfgF+1H8Cf2oP+F1f8KL8c/8ACcf8M7/tAfEf9lz4xf8AFM+MfDP/AAh/x2+En9jf8LB8Df8AFYeHvD//AAkH/CP/APCQaR/xU3hb+2/B2q/a/wDiSeIdS+z3Xk+/1/O7/wAG6unfFDTPAf8AwVkh+Nll4M074v3f/Bbf9tnWviXYfDnU7/WPAFp428Q+C/2f9f8AEcHgrUtWjh1m68LR6nqVwugtrlvaa9Hpgtotcs7PVo7y1h/oioAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvkD/goT8LfHfxx/YF/bh+Cnwt0L/hKPib8YP2QP2lvhb8OvDP8Aaej6J/wkXjv4gfBfxr4T8I6F/bPiLUNI8P6R/a/iDV9P0/8AtPXdV0zR7D7R9q1PULKyinuYvr+igD8ovAX/AAT38N/Hf/gjZ+z1/wAE7f2xPBKadew/sLfs6fBD4n6HHe+H9f1b4Z/Fj4d/BfwT4fl13wzr2jXuteG7vxV8MviFoA1bw/rui6nq2gX2o6LDJDdatoV5It58cfDf9hb9tv8AbH/4I4ftB/8ABL7/AIKPWz+EPi/oNtqfwP8Ahd+06nizwf8AELQvj14O+FnizQvGn7OXx+1HTfDPjDWfGmnTxa14R8LWXjrw38QrTwz461zTdHXWr5h4g8RatFpP9ElFAH85vg/xb/wcYfE62+C37L3jD4E/s/8A7Jx8G+JPANp+0B/wUp8LfHP4YfHa2+Kfw88G3do/jJ/gt+zP4t8C6trvhX4g/E/TdPNi2ofE7Qb3RNPudX1C6tLbwlM9jeaL9afsafsufHb4Uf8ABWL/AILQftL+P/A39gfBL9rL/h3T/wAM/wDjX/hJvB2qf8J9/wAKI/Zt8UeAPit/xTmi+IdR8W+Ff+EV8W6jZ6T/AMVroPhz+3PO+3+HP7Y0yOW9T9fqKAP44PiF/wAEwf8Agoto/wAGPj34y+G/7O+h+Nfi/wDD3/g6W8a/8Ff/AIK/BvXPjR8KvCQ/aA/Zs0aG0TwbPpnjr/hJtY8MfD/UfGd7du7aP8QbjQPFWg6ZpmpXGpeGU1BtK0vVPp79vf8AZX/bu+If7Z/7Fv8AwUh0X/gml8FP26YtK/Yfj+CfxZ/4J8/GL9oL4M6Qn7MXx48W+KYPid4j+Ivgb4o/E3Qr74R+NNe8O3GpN8Jr7xpoPhzUJ9e0Twvc32jaNYRazo2r6N/UDRQB/If8Af2B/wDgqQ2nf8HAuuftFfsxfCTwn44/4KgfsJ6RoHwD8PfAT4qfDS4+GnhLx/8AD79nv48/AP4cfsy3MWta14S1DSvFdl4c8c+A7XUPHt1o1l8I7qbTdR1Z/HUEl5LZWVzwp8Gf+C/Fx/wTl+Gn/BJLUf2Q/wBm7QPD/i79kzwT+zX43/bs1/8AaQ8J6hoXwi+DPi34T6b4F8bfC/XP2dPDyat4y8S/Gf4VeD9S1b4YQePfA/ivxJ8NPFeseHrTxforfYdTjubf+uSigD8H/wBnj/gnr8Vv2cf+CuvwN+KHhPwle6l+x38Bv+CD/wAM/wDgnr4Z+LepeJvBY1G/+K3wu/aa0TxDo3hK/wDBkfiJvHgvbr4XaHbeJrrxMnhZvBYnkk0pfER1nGnV+cX/AATg/wCCXH7dnwE/4hs/+FsfAz/hFP8AhgT/AIfE/wDDWv8Axc34O67/AMKn/wCGqP8AhOf+FDf8i18QdY/4Tv8A4Tv+2NN/5Jp/wmX/AAjH2n/isv8AhHvJn8r+v2igD+a3w/8AB/8A4K2f8E1/2lv21rP9jL9kP4H/ALcn7L37cP7T/j79rzwxquuftH6B+zt43/Z2+Nfxr0/w9a/E2T4nWnjXTtYl+IHw8g1jw7ZajpuhfDq3utduNMhae21PSL/UZ9Dsfz2tf+CPv/BTjWv+CdX7VXw3+J/w4+E/xP8A2jrv/gvL4q/4KQ6j8HfEXjbwhpfwV/b4+C9no/gCHV/Dd5LY+KdZsfA3gT40+LLTWfEth4G+K2o+FvEmj2Hhuz0/xXY6De3FhdP/AGt0UAfyQ/Db9lv/AIKkfEj/AIKY/wDBMj9sPxl/wTC/Z0/Yd/ZX/ZF8S/H7wNcfs1/BD48fAXxf8Q/BFr+0n8D/ABF8NPG3x18Yav4J074efDjxP4Q0+8tfAkdn4R8BLqvj/TrTS7xbTwtrB1G6v7b6M8P/AAf/AOCtn/BNf9pb9taz/Yy/ZD+B/wC3J+y9+3D+0/4+/a88Marrn7R+gfs7eN/2dvjX8a9P8PWvxNk+J1p4107WJfiB8PINY8O2Wo6boXw6t7rXbjTIWnttT0i/1GfQ7H+lKigD8PP+CFP7JH7Xv7Inwl/bu0X9tfRtAs/i78cf+CnX7T/7SFj4q8Kax4Z1Hwt8VvCPxL8NfCG0tvi14b0zw/4j8R3/AIO0Dxz4n8NeK9S0fwV42fR/Hnh7TltrfxJoOnzSQmf9w6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK8n8U/Hr4GeBvh7rvxc8bfGf4T+D/hT4X1jXvDvib4neKfiL4P8P/D3w74g8LeK9R8CeJ9C13xpq2sWnhvSNY8OeONH1fwbr2mahqVve6P4r0vUfD2oQW+r2NzZxdF8OfiX8OPjD4M0P4j/AAk+IHgn4pfD3xNby3fhvx58OfFeheN/BniG1huJrSa50PxR4Zv9T0PVreK7t57WWawvriOO4gmgdhLE6qAdtRXy74b/AG4f2K/GPxhuv2efCH7X/wCy74q+P9jrvi3wvffA3w3+0B8J9c+MNn4m8AW2s3njvw7dfDPTPFt140t9d8FWnhzxDdeLdIm0RNQ8N22g6zPrNvZRaXfNB2/wf/aU/Zz/AGhW8Tr8Afj98FPji3gnUItJ8Zr8H/ip4F+JjeEdUnNwIdN8TjwXr2tnQNQmNrdCKz1X7JcSG2uAkZMMm0A+W/jnZ6h4y/4KH/skfC3UfGfxQ0b4e61+xh/wUB8f674U8A/Fv4ofC7SvEHjLwL8cP+Canh3wX4h8Qx/DXxd4Tl17UPCmifEr4gab4ffWJb2PSbbxj4iWxjhbVLppPpD/AIZq+HX/AEMfx/8A/EsP2pv/AJ8lfP8A8Rv+Upv7G/8A2YB/wUs/9aK/4JO19/0AeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58le/0UAeAf8ADNXw6/6GP4//APiWH7U3/wA+Sj/hmr4df9DH8f8A/wASw/am/wDnyV7/AEUAeAf8M1fDr/oY/j//AOJYftTf/Pko/wCGavh1/wBDH8f/APxLD9qb/wCfJXv9FAHgH/DNXw6/6GP4/wD/AIlh+1N/8+Sj/hmr4df9DH8f/wDxLD9qb/58le/0UAeAf8M1fDr/AKGP4/8A/iWH7U3/AM+Sj/hmr4df9DH8f/8AxLD9qb/58lcB+3p+1lZ/sN/snfFj9qa/8D3PxItPhZH4Kkl8FWniCLwtca1/wmXxF8I/D5BHr02j69FYf2fJ4sTVXLaTd/aUsWswIGuBcw/za/8AEWt4Q/6MZ8Sf+JBaX/8AOfoP1bgXwR8UfErKcTnnBPCtTPMqwmY1cpxGLhmuRYFU8woYbCYyrh/ZZpmmCrycMNjsJV9pClKi1V5Y1HOFSMP6if8Ahmr4df8AQx/H/wD8Sw/am/8AnyUf8M1fDr/oY/j/AP8AiWH7U3/z5K/Bz9if/g468NftlftSfCD9mWy/ZK1z4f3XxZ1zVNFh8Y3XxnsPElvobaZ4Z1zxIbiTQ4fhnokmoCZdFa0ES6pZlGuBMZGERif+mKg+f468OeM/DTM8Lk3G+SzyPMsbgIZnhcNPG5bjnVwM8RiMLCuquV4zG0IJ18LXp+zqVI1U6bk4KMoSl4B/wzV8Ov8AoY/j/wD+JYftTf8Az5KP+Gavh1/0Mfx//wDEsP2pv/nyV7/RQfEngH/DNXw6/wChj+P/AP4lh+1N/wDPko/4Zq+HX/Qx/H//AMSw/am/+fJXv9FAHgH/AAzV8Ov+hj+P/wD4lh+1N/8APko/4Zq+HX/Qx/H/AP8AEsP2pv8A58le/wBFAHgH/DNXw6/6GP4//wDiWH7U3/z5KP8Ahmr4df8AQx/H/wD8Sw/am/8AnyV7/RQB4B/wzV8Ov+hj+P8A/wCJYftTf/Pko/4Zq+HX/Qx/H/8A8Sw/am/+fJXv9FAHgH/DNXw6/wChj+P/AP4lh+1N/wDPko/4Zq+HX/Qx/H//AMSw/am/+fJXv9FAHgH/AAzV8Ov+hj+P/wD4lh+1N/8APko/Zme8/wCFXXlle6v4g1z+w/i/+0d4W0/UPFPiPXfFuu/2F4S/aJ+Kfhjw3Y33iTxPqOr+INX/ALI8P6Rpmk2t1q2p3159jsbeOS4k8sGvf68A/Zq/5J14j/7L/wDtYf8ArU3xkoA9/ooooAK57xd4btvGPhTxP4RvdS8QaNZ+KvD2teG7vV/Cevap4V8VaVba5ptzpk+peGfFGh3NnrXhvxBYxXT3Wja9pF3a6po+oxW2oafcwXdvDKvQ0UAfkL+w3B+zp8IP2M7nU/iR4f8Ah54f8B/Br/gox/wU1h+EFhqHhHT9XbwZ4xt/+Cm/7afw6+Huk/BzwzZ6TqetD4hXmk+ILz4f+AdB+Hmlz+M9Yi8QT+D/AAxY3j60+m3X2R+yd8Itb+Hdp8ePiF4l0ZfBuv8A7T/x+1v9obUfhnAbBrb4Yx6l8N/hf8K9G8NTvpNxd6O/i7W/D3wn0j4jfFeTRrzUdGk+Mvjr4ivpGt+JNNa18S6x23xD/ZS/Zc+LvgJPhX8V/wBm34BfE/4YR+PfEPxUT4cfEP4O/Dzxr4CT4n+Ltc8V+J/FfxHTwf4k8O6n4eXx74n8S+O/HHiHxD4wGnDxDrWueMvFeralqNzf+ItXuLzmND/Yr/ZX8E/DFPg18J/gL8I/gb8MR8Y/hZ8fLjwT8EPhj8Pvhd4X1D4q/B/4j/DX4oeEPF+o+HfCnhiw0G81weIvhH4Bt7/XJdNOvS6T4e021s9VsLjTNJvNPAPwu+Ivi79qv9l//gmq3wivvi3+yr8ej+13+zH+3L4Z+Cd5+yp4f8ZJrPh74z6h+x3+1l+1/e/FfS/jT4h+LHiTwz+0D4A8T+LvAesaHDrnhz4IfA1dI8TfELwRcJZ3ljNJZv8Aq/ZWnhWD9vz9kmX4RxeGP+FbN/wTr/antL248IjSZNPfwxZfGj9ghv2dIjcWO6d/DUeg3fxrf4fgSHSngl8Wyabuf7Ww+n/BP7Ln7Mvw08f+Mviv8OP2dfgT8P8A4pfEb7Z/wsH4leCfhH8P/Cvj/wAd/wBoXBu7/wD4TLxjoXh6w8ReJ/t12zXV5/beo332m4YzTb5CWqx8HP2Zv2b/ANnU+KG/Z9/Z9+CPwKbxvfW+p+NG+Dnwo8B/DE+L9StDdG01DxQfBOg6IdfvrU3t6be71b7XcQm7uvLkX7RLvAPmz4khz/wVL/Y3EbKj/wDDAX/BSo7nQyJs/wCGif8Agk/uXYrxncSUIbfhQrAoxYFPvnbd/wDPa3/8BpP/AJLr4I+I3/KU39jf/swD/gpZ/wCtFf8ABJ2vv+gCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooAr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXViigCvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXViigCvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl1YooAr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l1YooA/Gv8A4L+rcD/gkd+1wXlhZfs/wRyqQOjH/jJD4PYwxuJAMHBOUORkcZyP8zuv9Mr/AIL/AP8AyiM/a5/69/gh/wCtI/B6v8zWg/1n+gb/AMmi4k/7OPm3/rMcIH6tf8EPQx/4KrfschCqt/wnXinBZS6j/i2HjrqoZCePRhzz7V/p7bbv/ntb/wDgNJ/8l1/mF/8ABDv/AJSsfscf9j14q/8AVX+Oq/0/KD+e/p6f8nQ4T/7ILCf+tDxCV9t3/wA9rf8A8BpP/kujbd/89rf/AMBpP/kurFFB/DhX23f/AD2t/wDwGk/+S6Nt3/z2t/8AwGk/+S6sUUAV9t3/AM9rf/wGk/8Akujbd/8APa3/APAaT/5LqxRQBX23f/Pa3/8AAaT/AOS6Nt3/AM9rf/wGk/8AkurFFAFfbd/89rf/AMBpP/kujbd/89rf/wABpP8A5LqxRQBX23f/AD2t/wDwGk/+S6Nt3/z2t/8AwGk/+S6sUUAV9t3/AM9rf/wGk/8AkuvB/wBmjcPhz4i3EFv+F/ftYZKqVBP/AA1N8ZMkKWYgexZsepr6ArwD9mr/AJJ14j/7L/8AtYf+tTfGSgD3+iiigArH8ReIvD/hDw/rvizxZrmkeGPC3hfR9T8ReJfEviHUrPRtA8PeH9Esp9S1nXNc1jUZrbT9K0jSdOtrm/1LUr64gs7Gyt57q6migid12Kr3lnaahaXVhf2ttfWF9bT2d7ZXkEVzaXlpcxNDc2t1bTK8NxbXELvFPBKjxSxO0cisjEEA+HdP/wCCgHwq8S/AHwx8fPAPw/8AjV4/i+IPx4+KH7N3wv8AhHpfhHQPCfxl+IvxX+Evxc+K3wg8U6Hpfhv4qeMPh74d8JQpffBX4h+NDc/FPxd8PjoXgPQrnU/GkPhbWre98P2nvXwF+Omk/Hnwx4h1iDwR4++F/inwP4z1T4d/Ef4W/FGz8LWvj34eeNtK0zRdfk0HxBJ4F8WePfAupi/8MeJvDHirRdc8F+N/FnhnW/DviLR9T0vW7qK6Ij/KDwz4H8ffC74P/s4fF/xZ8MPjFNpn7N//AAWQ/wCCn/7QPjvwd4P+EnxA8dfE+8+EHxz+On/BVj4ReCPHvhn4V+EtA1f4jeNvDd9YftRfDf4radL4I8LeJdR8Q/DOdfFvhfTtZ0u5tLmX60/Zk8X6N4KP7Xn7S/jTSviV4E+Hf7WH7bvwk1r4V6d8QfhD8UPBXxEa38V/An9in9hrwQ/iT4Ta/wCFLT4oeBbTxd8Z/hrdzw3Hjvwf4X/4RzwfrVl448bxeGfClvqetWYBd8Lf8FI/hVrX2XxL4q+FPx0+FPwR8T+G/iX4u+FH7SXxC0n4Xn4PfGbw38J/CniP4g+KdV8EweB/ix42+K/h+C6+HHg/xX8RPCkfxc+F3wyuPGXgzw9qmseGYdTW3EL+pfAX9rq2+NXjBPAPiX4AfH/9nXxZq/w/b4seAtI+O+nfCWGT4l/DS31TRNF1XxZ4VuPhB8X/AIvWmlyeHdS8U+ErbxN4O+IFx4I+Ivh4+LPDz6t4OtY78PH+H3jf4E/Er9pT/gn1+yd/wTp8IfDP4++F/jh+yH+zD8Z/hD8Vtf8AiP8As/8Axb+HHwqn1/Sf+CVP7XP/AAT70K58DfGjxv4X8P8Awg+K0fj34o/HTwf4v8JL8KPHfjnf4Niv9X12TRFsbgxfqV8KfHp/ak/bO+Dfx98JfDP9oH4d+Evgf+yT+0x8KfHtt8e/2evjJ+z/AHUXxD/aM+Kv7GnjTw94X8Mx/GPwZ4Jf4hyeFNM/Zq8ax+J/E/w6i8WeAraTVNBWx8XXp1SBZADtPiN/ylN/Y3/7MA/4KWf+tFf8Ena+/wCvz++JKCT/AIKl/sboxYD/AIYC/wCClTZR3jfK/tE/8EnwBvjZH24Y5TdsYhSykohX75+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYoqv9mj/AL1x/wCBd3/8eo+zR/3rj/wLu/8A49QBYor88f8Agpf8WviN8DP2bU8b/CnxVqHhDxSfiF4W0Y6vbR2eoyf2ZqFrrcl5a/Z9attSswsz2luxkFt5y+WBHIoZw38+n/DyH9tr/ovev/8AhPeBv/mXr9Z4M8HuIuOMmed5XmGS4bCrF18H7LH1sdTr+0w8aUpy5cPgMTT5GqseV+05m07xWl/wvxD8fuE/DbiD/VzOsq4ixmM+o4bMPbZXh8tq4X2OKlWjThzYvNMHV9pF0Zc69jypONpyu0v2L/4L/wD/ACiM/a5/69/gh/60j8Hq/wAzWv6ov24P2yf2l/jT+xZ+034F+J/xW1bxb4TuvBngDULjRrvSPDFlBLead8ffg9PZTtNpWh2F3m3lO9VFwI2ON6MABX8rtfKca8G5lwLnEMlzTEYHFYmeCoY5VMvnXqUFSr1K9OEXLEYfDVPaKVCbklTcUnG0m20v9n/2ZPiFlHiX4B8UcRZJhMyweDpeLGf5ZKjmlPC0sS6+G4T4HrTmo4TF4yl7KUcVBRbqqblGd4RSTl+rn/BDv/lKx+xx/wBj14q/9Vf46r/T8r/MB/4IeqH/AOCq37HKksAfHXinJVmRv+SYeOjwyFWH4EenSv8AT2+zR/3rj/wLu/8A49XyJ+b/AE9P+TocJ/8AZBYT/wBaHiEsUVX+zR/3rj/wLu//AI9R9mj/AL1x/wCBd3/8eoP4cLFFV/s0f964/wDAu7/+PUfZo/71x/4F3f8A8eoAsUVX+zR/3rj/AMC7v/49R9mj/vXH/gXd/wDx6gCxRVf7NH/euP8AwLu//j1H2aP+9cf+Bd3/APHqALFFV/s0f964/wDAu7/+PUfZo/71x/4F3f8A8eoAsUVX+zR/3rj/AMC7v/49R9mj/vXH/gXd/wDx6gCxXgH7NX/JOvEf/Zf/ANrD/wBam+Mle7/Zo/71x/4F3f8A8erwf9mhQvw58RKMkD4/ftYAbmZm4/am+MnVmJZj6kkk9zQB9AUUUUAFFFFABWfqek6VrVtHZ6zpmn6taQ6hpOrQ2up2Vtf20Wq6BqtlruhanHBdRSxR6houuabp2s6TeqoudN1WwstRs5Ybu1gmj8h+P8PxqbwE1/8AA34ufBH4Ka9oeonXfFXjf4/fBnxZ8b/AcHgPTNG1mbXLc+HPB/7RH7M17oGpRXn9kaufGGo+P9R0bStG0rWbG78LXkurW2taB5b+w746/aI+KHwI0/4l/tGa58LvEOqePfEGqeKPhVqnwu+DPjn4CW1/8DNRtdMPw31vxf8ADX4g/HD9oHX9A8Y+L7SO/wDG81hP47trnRvDXibwz4b8QeF9A8YaH4kglAPsCivwe+D3/BS3x/41+Gnx+/an1P8Aa6/YB8c/DH4AfDP9p79oXxr+xj8I/hf4l1D9rHwn8EvhlY/E3V/hKvjj4qx/tt+LbXwx4j1vw1oPgXxP4p1nWv2RtIs9UOqan4a0rwt4Yu9QsNX0r7n+C3xY/al8L/tA+DP2fv2rtf8A2f8Axdr/AMYPgD8Svjz4EvvgT8M/iL8L18Ev8FfG3wP8FfFD4feKYPHPxj+NVv49jsr39oj4eTeG/iHpOofDxtZFpr6XXw501FtZlAIviN/ylN/Y3/7MA/4KWf8ArRX/AASdr7/r8/viS4j/AOCpf7G7sGI/4YC/4KVLhEeR8t+0T/wSfIOyNXfbhTl9uxSVDMC6Bvvn7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAFiiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQBYoqv9pj/u3H/gJd//ABmj7TH/AHbj/wABLv8A+M0AWKKr/aY/7tx/4CXf/wAZo+0x/wB24/8AAS7/APjNAH5af8FiP+TQo/8Asqvgr/0h8R1/K1X9UH/BYWZJP2RI1VZQf+FqeCj89vPGvFj4j/ikjVc+2cnsK/lfr+5fo9f8m/l/2Pcy/wDTWDP81PpW/wDJ1F/2TWT/APp7Hnk37R3/ACaz+0n/ANiB4N/9Xx8Hq/n4r+gf9o8/8Ys/tJ+/gDwaOh/6Lv8AB48+nTqeM4HUiv5+K/EfpEf8l9Q/7J7Lv/UrMT/fb9i3/wAopcX/APZ8+LP/AFivDk/Vz/gh3/ylY/Y4/wCx68Vf+qv8dV/p+V/mA/8ABD1gn/BVb9jliGIHjrxTkKrO3/JMPHQ4VAzH8AfXpX+nt9pj/u3H/gJd/wDxmvwg9j6en/J0OE/+yCwn/rQ8Qliiq/2mP+7cf+Al3/8AGaPtMf8AduP/AAEu/wD4zQfw4WKKr/aY/wC7cf8AgJd//GaPtMf924/8BLv/AOM0AWKKr/aY/wC7cf8AgJd//GaPtMf924/8BLv/AOM0AWKKr/aY/wC7cf8AgJd//GaPtMf924/8BLv/AOM0AWKKr/aY/wC7cf8AgJd//GaPtMf924/8BLv/AOM0AWKKr/aY/wC7cf8AgJd//GaPtMf924/8BLv/AOM0AWK8A/Zq/wCSdeI/+y//ALWH/rU3xkr3f7TH/duP/AS7/wDjNeD/ALNDBvhz4iYZAPx+/awI3Kytz+1N8ZOqsAyn1BAI7igD6AooooAKKKKAPmf9sL4N+Lf2hv2ePHPwP8I6noWlL8U9Q8AeC/H03iK81OxsL34Ha38SfCFr+0RoVtNpOmatdy694l+AzfEfw74VsZLe207UvE+qaRp2saz4e0i6vte031L4meJ/FHgfwvpOp+B/AZ8fancfEH4P+ELjw5b6leaIumeEPHPxX8E+BfHXjVbjTvDnieV4fhd4E8Q+IfiQ+kNplrY63D4SbQ9R8Q+D9N1C68WaJ6NRQB+KnxM/YE/aE/aT+H/gD9mv4qeC/wBjv9nz9nz4Q+DP2gfBOjav+ytqvxBguPiVoHxu/ZI+P/7J7+FNP/Z/1T4WeA/DH7Nvw7sLf47D4p3XgrR/jh+0Cr+JfAHhDRYNY32MfiqL62+DHws/ah8W/H7wX+0F+1d4W/Z+8D+Jvg/8B/ih8CvA1j8A/it8R/itaeOF+OHjT4E+NviZ448Tt4/+CfwTHw+j/tD9nPwDD4X8CaXF8SHsYtV183/j+88i0W5+9aKAPgD4jf8AKU39jf8A7MA/4KWf+tFf8Ena+/6+APiN/wApTf2N/wDswD/gpZ/60V/wSdr7/oAKKKKACiiigD+cH42/8HMH7JHwL+M/xd+CXiP4FftGat4h+DvxP8ffCvXdV0Sy+GbaNqes/D3xXq3hLVNQ0hr74g2d82mXt9pE9zYNeWdrdG1liNxbQTF4k8w/4itP2L/+jev2n/8AwB+FP/zyq/j4/wCCiH/KQD9uf/s8T9pr/wBXV42r47oP9e+Hfoe+CGY8P5FmGKyfOpYnH5NlmNxMo8Q5jCMq+KwVCvWlGEaijCLqVJNRWkU0loj/AF9v2evjRoH7RvwL+Enx78K6XrGieGvjD8PvC3xF0LR/EK2Sa5pmleK9JttXsrLVk027v7BdQt4LpIroWd7dWwlVhFPKmHPsVfBX/BLT/lG/+w5/2a98Gv8A1CNIr71oP8ouKsvw2U8T8R5Xg4yhg8tz7OMvwsJzdSccNg8wxGHoRnUl705RpU4qU5ayaberCiivyG/4Kxf8FXLP/glzo3wQ1e7+Bdz8bR8ZtT8fabHb23xIi+Hh8OnwNa+Erppnll8DeNv7V/tP/hKlRY1j077H9hLF7n7QFgDThThTP+N+IMv4W4Xy95pn2ayxEcBgFicHg3iJYTCYjHYhfWcwxGEwdL2eEwteretiKal7Pkg5VJQhL9eaK/jm/wCItvRv+jDNT/8AElrX/wCcPX6w/wDBKT/gsrY/8FQPHPxc8F2n7PF38FG+FXhTw94ofUbj4pw/EJdcXX9Yu9JFktpF8PPBR002ptfPNwbm+Ewk8vyItvmMH6ZxT9HLxm4LyHMeJ+JuDJZZkeU06VXMMc8+4Xxaw9OviaOEpS+rYDO8Vi6vNiMRRp2o0Kjjz80koRlKP7cUUUUH4iFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAflZ/wWI/5NCj/7Kr4K/wDSHxHX8rVf1S/8FiP+TQo/+yq+Cv8A0h8R1/K1X9y/R6/5N/L/ALHuZf8AprBn+an0rf8Ak6i/7JrJ/wD09jzyb9o7/k1n9pP/ALEDwb/6vj4PV/PxX9A/7R3/ACaz+0n/ANiB4N/9Xx8Hq/n4r8R+kR/yX1D/ALJ7Lv8A1KzE/wB9v2Lf/KKXF/8A2fPiz/1ivDk/Vz/gh3/ylY/Y4/7HrxV/6q/x1X+n5X+YH/wQ7/5Ssfscf9j14q/9Vf46r/T8r8IPY+np/wAnQ4T/AOyCwn/rQ8QhRRRQfw4FFFFABRRRQAUUUUAFFFFABRRRQAV4B+zV/wAk68R/9l//AGsP/WpvjJXv9eAfs1f8k68R/wDZf/2sP/WpvjJQB7/RRRQAUUUUAfnb/wAFK/gt8TP2hPhB8J/hP4B+A/w7/aQ8Na3+0r8JfEPxn+Fnxg8Z6D4J+EWt/C/4bDxF8ULdPije634T+I82reBrv4p+C/hjouuaFoPwn+LOuXkWrpcReBLvT7LUtZ0To/2BbD4N+EvBfxn+Enwr/ZY+Bf7Hvib4LfHKTwP8efg/+zfovhay+D4+MGu/Bb4LfFi28V+E/EXhb4ZfBtfH9v4h+DvxL+EbyeL9f+GXg7xOrWg8K6vo1s3heBa+kfjT8Cfhl+0D4X0/wl8UNH1m/sdE8QWvi3wxrXhLxv47+F/j3wV4sstO1XRrfxT4A+J/wu8S+DfiR4A8Sroeva/4fk1/wX4r0LVp/D2v69oFxeS6PrWqWV353on7J3w7+H3wyX4ZfBnUfGfwvt734yfC340eLfGNv8QfiZ4t+JnxF8RfD/4j/DXxn4h/4WZ8VfFXjnUPil8SLv4m+E/hrpvwm8b6p4+8beJpdf8AhxdN4P8AElt4j8HQyeFrsA/nX+I+iD9nn/gmh+xT+3D8Cfhvovgr9tL9o79kz49eN/2i/jF4S8OtpfxZ+KPjrxp/wR6/bQ/a61iT4peJdHFr4m8cahpP7UPwu+HN/wCGF8a32tXngy+0+00Hw1JpLTmJ/wBd/hT+z18Fv2SP27vgN8N/2Y/hN4J+Efw6+Lf7E/7Vfib4sRfDvw9Y+G9O+IXjf4H/ABj/AGGdC+FHjfx2NBhstM8V/EOTQ/jf8XVvfH2v21/4z8TQajc/2jrd7b2CxxfSXgb9gz9lz4d+Ktb8W+HfAvii6k1qx8c6ZD4Q8Y/GX43/ABG+EfhHT/iXJdt4+s/hf8D/AIh/EbxR8GvhBb+LYtQ1Gw1uL4V+BPBy3mkalqWiuP7J1G9sp+l+Av7H3wI/Zr1HUtX+FmkfEE6rqGgad4Sg1L4m/HX48fHi+8NeDNJn+06f4H8A3Xx1+JXxIn+G/gW3uVgnHgn4fv4a8KyTWOmSTaRI+laabUA8a+JJcf8ABUv9jcxqrv8A8MBf8FKhtdzGmz/hon/gk/ubeqSHcCEAXZhgzEupUB/vndd/88bf/wACZP8A5Er4I+I3/KU39jf/ALMA/wCCln/rRX/BJ2vv+gCvuu/+eNv/AOBMn/yJRuu/+eNv/wCBMn/yJViigCvuu/8Anjb/APgTJ/8AIlG67/542/8A4Eyf/Ilfwh+LNc1seKfEoGsaoANf1kADULsAAajcgAATYAA6CsD+3db/AOgzqv8A4Mbv/wCPV/U1P6M9SpTp1P8AXOC54Rnb/V+TtzRUrX/tpXtdq9le3S+n8T1fpj0adWpT/wCIe1X7Oc4X/wBaYK/JJxvb/V52va9ru3c/E3/godn/AIb/AP25dwAb/hsP9pncASwB/wCF1eNsgMQpIB6EqpI5wOlfHlfRP7XzM37Wf7ULMSzN+0T8bGZmJLMx+JXiYkknkknkk8k8mvnav5er0vY1q1Hm5vZValLmtbm9nNw5rXdr2va7ttdn/XfwNW+scE8HYjl5Pb8LcPVuS/Ny+1ynBz5eay5uXmteyva9lsf6rn/BLZrkf8E4P2HdsUBX/hl/4NbS1xIrEf8ACEaRglRbMAfUBmx6mvvTdd/88bf/AMCZP/kSvhL/AIJaf8o3/wBhz/s174Nf+oRpFe4/Gb9qv4A/s+apo2i/GH4iWngvU/ENhPqmj2tzonijVWvbC2uPsk9wsmgaHqsMQjuP3ZS4kilY/MqMnzVtgcBj8zxMMHluCxeYYuopyp4XA4ati8TONOLnNwoUIVKslCCcpuMWoxTk7JNn+AvidmmWZNxbxtj83zHAZVgaXFufRq43MsXh8DhKcqudYqnSjUxOKqUqMJVKko06alNOc5KMU5NI983Xf/PG3/8AAmT/AORK/j+/4O0jMfBn7DnmpGg/4Sf4/Y8uVpM/8Sr4R5zuhix2xgtn2xz/AEP/APDy79h//ovGl/8AhHfEf/5jq/l3/wCDm39o34L/ALQ3gH9jq++Dnji28a2vhfxf8cLTXpbbSPEOkjT7jVNG+Fs1hG6+INI0l5jcR2Vywa2WdE8oiVkLIG9LG8L8TZbhp4zMeHc9y/CUnBVMVjcozDC4am6k406anXr4enSg51JwhBSkuacoxjeUkn+jfQ9404Ozj6Rvhxl+UcWcM5pj61biV0cFl2fZXjsXVVLg3iGrVdLDYbFVa1RU6UJ1ajhBqFOMpytGLa/kZr+tD/g07Mo+On7XnlJG5/4VN8O8iSRowB/wmGr9CsUuT7ED61/JfX9af/Bpx/yXT9r3/sk3w7/9TDV68I/1d+lN/wAmD8Rf+xflX/rRZOf2+7rv/njb/wDgTJ/8iUbrv/njb/8AgTJ/8iVYooP8Pyvuu/8Anjb/APgTJ/8AIlG67/542/8A4Eyf/IlWKKAK+67/AOeNv/4Eyf8AyJRuu/8Anjb/APgTJ/8AIlWKKAK+67/542//AIEyf/IlG67/AOeNv/4Eyf8AyJViigCvuu/+eNv/AOBMn/yJRuu/+eNv/wCBMn/yJViigCvuu/8Anjb/APgTJ/8AIlG67/542/8A4Eyf/IlWKKAK+67/AOeNv/4Eyf8AyJRuu/8Anjb/APgTJ/8AIlWKKAK+67/542//AIEyf/IlG67/AOeNv/4Eyf8AyJViigCvuu/+eNv/AOBMn/yJRuu/+eNv/wCBMn/yJViigCvuu/8Anjb/APgTJ/8AIlG67/542/8A4Eyf/IlWKKAK+67/AOeNv/4Eyf8AyJRuu/8Anjb/APgTJ/8AIlWKKAK+67/542//AIEyf/IlG67/AOeNv/4Eyf8AyJViigD5O/aj/bc/Zn/Ys0rwjrf7TvxS0b4VaX481DVNK8J3eoaR428QLrGoaLbWl3qlvFH4P8JeIZrZrS2vrWVnvo7aKQTBYXkdXVfjb/h/B/wSm/6O68J/+EB8cf8A51Nfkp/wdmf8ki/Y0/7KP8Wf/UY8H1/EZQf6A+A/0TuAfFLwyyLjXPc94wwOZ5piM4o18NlOMyWlgYRy7OMbl9F0aeMyLG4iMp0cNCdXnxM06spOChC0F/q+fsv/APBRX9j39s/xJ4l8I/sy/GjQvin4j8H6HB4k8SaZp/h/4h6BJpmiXN/FpkF9JP4v8E+HrWdJL6aK3EVpPcXCs4doVjBcfam67/542/8A4Eyf/Ilfwxf8GoH/ACc9+1H/ANkG0D/1YWk1/dLQfzH49+HOTeFXiXm3BmQ4zM8dluAwWUYmlic3q4WtjpzzDLqGMrKpPB4TA4dwhUqyjTUcPFqCSlKcrydfdd/88bf/AMCZP/kSjdd/88bf/wACZP8A5EqxRQfjRX3Xf/PG3/8AAmT/AORKN13/AM8bf/wJk/8AkSrFFAFfdd/88bf/AMCZP/kSjdd/88bf/wACZP8A5EqxRQBX3Xf/ADxt/wDwJk/+RKN13/zxt/8AwJk/+RKsUUAV913/AM8bf/wJk/8AkSjdd/8APG3/APAmT/5EqxRQB+U//BYVpz+yJH5kcSr/AMLU8FcpM8jZ+w+I8Da1vGMep3cehr+V+v6pf+CxH/JoUf8A2VXwV/6Q+I6/lar+5fo9f8m/l/2Pcy/9NYM/zU+lb/ydRf8AZNZP/wCnseeTftH5/wCGWf2k/wDsQPBuee3/AAvf4PdOOeccccZOeMH+fiv6B/2jv+TWf2k/+xA8G/8Aq+Pg9X8/FfiP0iP+S+of9k9l3/qVmJ/vt+xb/wCUUuL/APs+fFn/AKxXhyfq1/wQ9LD/AIKrfsclArN/wnXinAZiin/i2HjrqwVyOPRTzx71/p7brv8A542//gTJ/wDIlf5hf/BDv/lKx+xx/wBj14q/9Vf46r/T8r8IPY+np/ydDhP/ALILCf8ArQ8Qlfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUH8OFfdd/wDPG3/8CZP/AJEo3Xf/ADxt/wDwJk/+RKsUUAV913/zxt//AAJk/wDkSjdd/wDPG3/8CZP/AJEqxRQBX3Xf/PG3/wDAmT/5Eo3Xf/PG3/8AAmT/AORKsV8S/ts/8FA/2cf+CfnhbwR4x/aO1fxTpGifEHxBqHhnw3L4W8K3/iq4m1XTNOGqXUd1b2Do9pCtoQyTSEq7/IOaD08myXN+IszwmS5FluMzfNsfOdPBZdl9CpisZip06U604UKFKMqlSUKNKpUkop2hCUnomz7S3Xf/ADxt/wDwJk/+RKN13/zxt/8AwJk/+RK/BT/iJR/4Jdf9Dt8Xf/DP+Iv/AI9X2X+xV/wVg/Y+/b+8e+K/ht+zp4g8b6v4o8GeEG8ca5B4o8Dap4WtItBXWdL0Ey295fyPHcXP9oaxZJ9mQB/KaSXO2M0H2mb+EHilw/luLznO/D/izKsqwFNVsbmOPyTHYbCYWk5wpqpXr1aMadODqVIQUpNLmklufpBuu/8Anjb/APgTJ/8AIlG67/542/8A4Eyf/IlWKKD84K+67/542/8A4Eyf/IleD/s0bj8OfEW4AN/wv79rDIViwB/4am+MmQGKqSPcqufQV9AV4B+zV/yTrxH/ANl//aw/9am+MlAHv9FFFABRRRQB498bPj18Lv2efCuneL/ipreraZp+u+I7Hwd4X0fwt4K8dfE3x3418X6lY6pqtl4T8A/DP4YeGvGPxG8feJ5tH0PXdcPh/wAGeFdd1aLQtC1vW5rOPStH1K8tZPgp8dfhf+0L4Om8c/CnXtQ1jRrDXtW8J67p/iHwl4y+HfjXwf4u0F4V1nwh4++G/wAR/D/hL4ifD7xdpiXVnc3vhfxv4W0DX7exv9O1CTThY6jY3Fxwf7WP7X3wA/Ym+FSfGH9oz4heHvh74P1DxVoPgDw3ceINd8O+G18U/EDxV9s/4Rrwdpms+L9Z8OeE9Mv9UTTtRvLjWfFniPw34R8N6JpmseKPF/iPw94W0TWdbsPDf2Lvif8As26l8N/i7+0J4W/ac/Zv+K1z+0D+0vo+tfGTx/8AB342+APiD8HvD/x98Z+FfgZ8AfhZ8B9A8caDq7aPeeK9L8B6J+zv8KNDsbxdH8V/FHxhqWi+J7Xwjo2qfEvSvDEAB3Xgr/goB+zV8QvGuseC/Ct38c7uHw/rfxS0DWPifqX7If7Xfhv9nKxvfgvP4ts/iRdyftU+JfgZpH7ND6BoOoeBvE+lW3iqH4sSeGPEWs6fDo3hfV9a1TVNItL/ALT4D/tifAP9pLVtU0D4V6945bXNM8O6b4yj0f4kfBL44/A3U/EXgfWLp7LS/H/gWx+OHw5+HVz8Rfh9fXiLa23jzwFF4k8ISXE9nENa331ms/8APF4g1/WtI/ZA8TfsUfsmft663+3f8SvjP+zL+2b8Gvi18Do/h18KvAXiP9mbVNa/Yz/ag+Iei/F/V/hj4H+HWlftQ/s9eKvE37SmjfDz4Xat4N/az+Ivj7xJqPif4wT2dg1t4s02GMfrT8J/j78Dv2sP26PgL8Sf2V/jB8PPjD8MvhJ+xX+1Z4P+K0vwv8UaV4k074eeMvjJ8YP2Fte+Dvg3x7a6DcXVt4P8cP4f+DXxjaPwP4k/s3xb4dg0rVo73RbGO5fzAD1L4jf8pTf2N/8AswD/AIKWf+tFf8Ena+/6/P74kqX/AOCpf7G6q7Rn/hgL/gpU29AhfA/aJ/4JPgpiRJE2sWBJ2b8ou1lBcN98+TJ/z93H/fNp/wDI1AFiiq/kyf8AP3cf982n/wAjUeTJ/wA/dx/3zaf/ACNQB/Bf4t/5GrxN/wBjBrP/AKcbmufroPFn/I1eJu//ABUGs/8ApxufTFc/X+qWH/3eh/15pf8ApET/ABGxX+84j/r/AFv/AE5I/Cf9r3/k7L9qD/s4j41/+rK8TV8719D/ALXnH7WP7T4yTj9oj41cnGT/AMXJ8S8nAAyfYAegFfPFf5b47/fcZ/2FYj/09M/7yfDz/kgOBv8Asj+Gf/VLgj/Vj/4Jaf8AKN/9hz/s174Nf+oRpFflt/wW6/5Kt8Ef+ye6/wD+pJX6hf8ABLaKQ/8ABOD9h0i5nUH9l/4NEKq2xC/8URpHA3W7Ngf7TE+pNfl1/wAFt0ZPit8Eg0skufh7r2DIIgR/xUnQeVHGMfUE+9fq/gR/ycrJ/wDsEzf/ANVmJP8Amc+mt/yS/il/2XNT/wBbA/Eivhn/AIKJf8ke+EP/AGUrx5/6i/g6vuavhj/gol/yR/4QnJ/5KV4844x/yK/g7npnP449q/pvxz/5Nnn/AP1+yf8A9XOAPxP9lz/ynL4K+niD/wCuw4yPyGr+tP8A4NOP+S6fte/9km+Hf/qYavX8llf1of8ABp2jP8dP2vAsskWPhN8O8mMREn/isNX4PmxyDH0APvX8Bn/T/wDSm/5MH4i/9i/Kv/Wiyc/uIoqv5Mn/AD93H/fNp/8AI1Hkyf8AP3cf982n/wAjUH+H5Yoqv5Mn/P3cf982n/yNR5Mn/P3cf982n/yNQBYoqv5Mn/P3cf8AfNp/8jUeTJ/z93H/AHzaf/I1AFiiq/kyf8/dx/3zaf8AyNR5Mn/P3cf982n/AMjUAWKK/KD9sb/gsd+xh+wt8YB8Dvj14h+KFl47PhXRPGXk+Ffh+PEml/2L4gm1GDTn/tGGa2T7S0ml3XnW/l5iAjJY7+PlT/iJX/4Jj/8AQ2fHT/w0En/ydQfpmV+DPivneXYPN8o8PeLMyyzMcPTxWBx+DybGV8Li8NVXNSr0K0KbhUpTjrGcW01qj+gqivj39i39tX4Ift7/AAo1b4z/ALPur+L77wTovjrV/h3fTeLPDcXhnUl8SaJovhzX76OLT5hdNJZjT/FWktFdCQLJM08QQGElvrryZP8An7uP++bT/wCRqD4TNspzPIcyxmT5zgMVlmaZfWlh8dgMbRnQxWFrxScqVejNKdOpFNNxkk1dFivjb9v39r7Tv2EP2VPiR+1FqvgW9+JNj8O7rwRazeDtP16Dwzd6qfGnjzw34HieLWrnStahtBp8viNNRkV9Nn+0R2jWymFphNH9g+TJ/wA/dx/3zaf/ACNX4q/8HC8Tr/wSV/aYJuJpANW+BnyOtuFOfj98MhyY4EbjqMMORzkZFB9P4ZZNl3EfiPwDw/m9B4rKc84y4ZyjM8NGrWoPEYDMc5weExlBV8PUpV6Lq4etUgqtCrTq0+bmpzhNKS/Lb/iLS+H/AP0ZH4x/8Pnon/zsa+s/2Gf+Dinwd+21+1V8Jv2XtM/ZX8TfD2++Kt54os7fxjf/ABY0vxHaaKfDPgbxP42kkm0W38B6PNfC8i8NPp6Kmo23kyXaXJMiwmGT/Pvr9ev+CDClv+Cs/wCyEA7ITrXxWw6hCw/4sN8UzwHV156HKng8YOCA/wBPvEX6K3gdkHh9x1nuVcIYjDZpkvB3E+bZbiHxJxPXVDH5bkmNxmDrOjXzipQrKliKFObpVqdSlUScKkJQbif6b1FV/Jk/5+7j/vm0/wDkajyZP+fu4/75tP8A5GoP8iSxRVfyZP8An7uP++bT/wCRqPJk/wCfu4/75tP/AJGoAsUVX8mT/n7uP++bT/5Go8mT/n7uP++bT/5GoAsUVX8mT/n7uP8Avm0/+RqPJk/5+7j/AL5tP/kagD+SL/g7M/5JF+xp/wBlH+LP/qMeD6/iMr+2/wD4OyY2T4R/sa7ppJc/Ef4s4EghAH/FM+D+R5UUZ59yR6AV/EhQf7R/Q8/5MDwh/wBhvFH/AK02bH9Wf/BqB/yc9+1H/wBkG0D/ANWFpNf3S1/Cv/waiIz/ALTv7UYWV4iPgPoJzGIyT/xcHSuD5scgx34APviv7YPiv45h+FPwx+IHxNv4tQ1ey8AeDvEXjC70u0ksLe61G38PaVdapNZW881o0UM1ylq0UcsisiO4ZgQCK1oUKuKr0cNQg6lfEVadCjTTinOrWnGnTgnJqKcpyUU5NRV7tpan+fX008TQwfjjxZjMTUVLDYTI+H8TiKrUpKnQocP4WrVqOMFKTUKcZSajGUmlZJuyPSK8y+Nl1dWPwa+Ld9Y3NxZ3tn8MfHt1Z3lrNJb3VrdW/hXVpre5triFklguIJUSWGaJ1kikVXRlZQR+QP8Aw+2+HP8A0RX4g/8AhT+Fv/lTXP8Aiz/gsH4B+JHhXxN8O7P4ReOtNu/Hvh/WfBdrqN14i8NTW1hc+KdOudDgvbiGHS0llgtZb5Z5oomWSSONkRgxBH6HW8IvEbD0auIrcMYmFGhSnWqzeMyxqFOnFznJqOOcmoxTbSTejSTeh/CWR+PHhHjM6yfCUOMsHWr4rNMvw1Gl/Z+cr2tWvi6NKnTvPLVFc85xj7zUVf3mkm1/BF/w2R+15/0dT+0h/wCHx+J3/wA1FdB4T/bD/a4m8VeGYZv2pv2jZYpfEGjRyxSfG/4mPHJG+o2yvHIjeJyro6kq6MCrKSCCCRXyfXR+D/8AkbvC3/Yx6J/6c7Wvzc/6cMRw5w8qFe2Q5MrUalv+EvA6Wg7f8uOll9yP9jWiq/kyf8/dx/3zaf8AyNR5Mn/P3cf982n/AMjUH/O8WKKr+TJ/z93H/fNp/wDI1Hkyf8/dx/3zaf8AyNQBYoqv5Mn/AD93H/fNp/8AI1Hkyf8AP3cf982n/wAjUAflp/wWI/5NCj/7Kr4K/wDSHxHX8rVf1Qf8FhY3X9kSMtcSyD/hangobXWAL/x4+I+f3cMbZH+9j1Br+V+v7l+j1/yb+X/Y9zL/ANNYM/zU+lb/AMnUX/ZNZP8A+nseeTftHf8AJrP7Sf8A2IHg3/1fHwer+fiv6B/2j/8Ak1n9pPn/AJkDwb6c/wDF9/g9wePx4wcgc4yD/PxX4j9Ij/kvqH/ZPZd/6lZif77fsW/+UUuL/wDs+fFn/rFeHJ+rn/BDv/lKx+xx/wBj14q/9Vf46r/T8r/MB/4Iegt/wVW/Y5AZkJ8deKcMoUsP+LYeOugdXX25U/nzX+nt5Mn/AD93H/fNp/8AI1fhB7H09P8Ak6HCf/ZBYT/1oeISxRWWbq0UlW1mNWUkMpn04EEHBBBhyCDwQeQaT7ZZf9BqL/wI03/4zVck/wCWX/gL/wAj+GfaU/54f+BR/wAzVor+Or9sT/g5M/aB/Zr/AGp/j98AfDn7P3wl8TaD8IPin4u8AaR4g1fXvFMGp6zYeHNVn0+21G+hsWSzjubqOJZZUtlEIZiIxtxXzb/xFdftN/8ARsXwU/8ACj8af/HKk/prLPojeOGb5dl+a4Hh7LKmCzPBYTMMHUlxHktOVTC42hTxOHnKnPGKcJSpVYScJJSi7xkk1Y/unor5H/YY+P8A4h/aw/ZH+A/7RnibSrHwrr3xb8D2/ivU/D2hSm50jSbmbUL+zNrYT6hA95LAqWaOGuHaTc7AnAFdJ8d/2qvgX+zVc+GrT4zeP77wnceL4NUufD6ReFvEPiH7dDoslhFqLs/hvw3q6WvkPqVmAt20DTeaTCJBHIU7MBl+PzXFU8DlmCxeY42spulhMDh62KxNVU6cqtR06FCE6s1TpwnUm4xfLCMpStFNr+aOKZYfgqvnFDinHZfkschzDEZXmmKx+OwuGwOFxuGxry6pTnjqtWGFtLGJUKU1V5K05QVNy543+lK/k6/4OxP+TeP2Tf8Ass/jT/1B46/bP/h6T+w//wBFt1T/AMNp8R//AJg6/nC/4OSP2pfgf+0r+z1+zwPg143u/GJ8F/GbWD4jFz4Z8R+HRp3/AAkXgjVP7IKHxBoGiG8N1/YWqBvsZufs/wBnH2gQ+dAZPWx/CHFeV4Wrjsy4Zz/L8FQ5Pb4zG5RmGFwtH2tSFGn7WvXw8KVP2lapTpQ5pLmqThCN5SSf6l9Enj3gfOvpE+GeWZPxjwvmuY4nMs3+rYDLs/yvG4yv7HhrOsRV9jhsNiqlar7KhSqVqnJCXJSp1KkrRhJr+Pav6lP+DUn/AJPH/aL/AOzZ5v8A1aXw+r+Wuv6kf+DU1Gf9sb9ooLK8RH7NExygjJP/ABdL4f8AB82OQY78AH3xxXzp/rz9Jn/kxHiR/wBiSj/6tMvP7x6Kr+TJ/wA/dx/3zaf/ACNR5Mn/AD93H/fNp/8AI1B/hoWK8A/Zq/5J14j/AOy//tYf+tTfGSvd/Jk/5+7j/vm0/wDkavB/2aAR8OfEQLFiPj9+1gCzbQzf8ZTfGTk7VVcnvhQPQCgD6AooooAKKKKACuc8VeEfDvjbTLXRvFGmpq2m2XiTwd4utrWSe7t1i8RfD/xdofjzwhqQksp7aZn0bxb4b0TWIoHka0upLFLa/gurGa4tZvnD9rD4wfEn4cW3wJ+H/wAGJvAem/F79pf46W3wP8A+Jvif4b8Q+NPAXg64074R/F74+eMfFXiLwX4V8Y/DrXfGC6Z8Mvgb44XR/Ddl8QvBH9qeIbjSIZ/Edlb+ak0n7Knxd+I3xFh+O3w++Md14A1b4t/s0/HF/gj498T/AAt8OeJfBngLxfdap8HPg78fvCfibQfBfi7xX4+17web/wCHPxz8Fxaz4buvH/jmPS/ENrq0Fr4p1O18lowD6uor8OJ/+CkXx6+FXwA+EH7cPxsPwJ8Q/sx/tPfB74u/GT4SfDP4ffD34keEPi/8OdE8Jfsg/Gv9ub4c2fjX4n658VviB4U+KU3iv4F/AnxXaeKptJ+EPwcfwt4wvtMg0218R2omhb7N+C3xY/al8L/tA+DP2fv2rtf/AGf/ABdr/wAYPgD8Svjz4EvvgT8M/iL8L18Ev8FfG3wP8FfFD4feKYPHPxj+NVv49jsr39oj4eTeG/iHpOofDxtZFpr6XXw501FtZlAIviN/ylN/Y3/7MA/4KWf+tFf8Ena+/wCvz6+KtxBpf/BTr9jzW9Tnh07RoP2D/wDgo/pU+r38iWmmQ6nqX7QX/BK6707TZb+4aO0jv7+00fVrqys3lFxdW+l6jNBHJHZXLRfbn/Cc+Cf+hw8Lf+FBpP8A8l0AdTRXLf8ACc+Cf+hw8Lf+FBpP/wAl0f8ACc+Cf+hw8Lf+FBpP/wAl0AfwoeLf+Rq8Tf8AYwaz/wCnG5rn67fxV4f16TxP4jkj0TV3R9e1h0dNNvWR0bULhlZWWEhlYEFWBIIIIJFYP/COeIf+gFrP/grvv/jFf6mYfE4f2FD9/R/g0v8Al7D+SP8Ae8195/idisHi/rOI/wBlxH8er/y4q/8APyX93zX3o/A79r3/AJOy/ag/7OI+Nf8A6srxNXzvX1h+1n4H8aXv7VP7TF7ZeEPFF3Z3f7QPxlurS7tfD+rXFtdW1x8RvEksFxbzxWjxTQTROkkUsbtHJGyujMrAn5+/4V949/6Ejxf/AOE1rP8A8hV/l7jv99xn/YViP/Tsz/u38Psbgo8A8Dxli8KpLhDhpNPEUk01kuBTTTndNPRp63P9TT/glp/yjf8A2HP+zXvg1/6hGkV+W3/Bbr/kq3wR/wCye6//AOpJX6W/8ExvE/hvRv8Agnf+xRpOr+IdD0rVNO/Zn+D9nqGm6lq1hY6hYXdv4L0mOe1vLO6uIrm1uYJFaOaCeNJY3Uq6qwIr8zv+CzssXij4o/Bi48MyR+Ire18A67Dcz6E66vDbzP4h3pFPLp5uEhkZPnWORlZl+YAjmv1XwKnCHiRlEpyjCP1TNlzSkoq7y3EpK7aWr0Xc/wCaj6aUZVuGPFBUoyquXHFRxVNObkv9b73ioptq2t1pbU/Emvhn/gol/wAke+EP/ZSvHn/qL+Dq+/8A/hHPEP8A0AtZ/wDBXff/ABiviD/goR4T8U33wk+EtvZeGvEF5cRfEbx1NLBa6NqNxNHDJ4Z8IIkskUVs7pG7o6JIyhWZGUElSB/THjjXoz8NM+jCtSnJ1sntGNSEm7ZzgG7JNt2Wr8tT8V/Zf0quH+nB4L1sRTqUKMV4gc1WtCVKnHm8MuMYx5pzUYrmlKMVdq7kktWj8Za/rT/4NOP+S6fte/8AZJvh3/6mGr1/K3/wr7x7/wBCR4v/APCa1n/5Cr+qz/g1etLrwT8bv2srnxlbXHhK3vvhX8P4LK48TwyaDDeTReLtWklhtZdVW0juJY42V5I4Wd0QhmABBr+CD/pz+lHjMJU8BfESFPFYepOWX5VywhXpSlL/AIyLJ3pGMm3prottT+0n4jePtA+FvgPxb8RvFTXieG/BWhah4i1ttPtvtl6um6ZA1xdG1td8X2icRofLi8xN7YG4V+dn/D3/APY8/wCf34k/+EO3/wAta+hv2zPFXhfVP2Uf2gtO03xJoGo6he/Crxdb2djY6xp13eXdxLpcyxwW1tb3Ek880jEKkUSO7sQFUmv44f8AhHPEP/QC1n/wV33/AMYr+gfCDw24V42yjNcbn9fHUsRg8yhhaCwuNo4WDovDUazco1KFVylzza5k0rWVr6n/ADQePni/xt4c59keXcL4bLa+FzDKJ43Eyx2XYjGzWIjja1BKE6OJoRhD2cIvlcZPmd72aR/WH4E/4Km/sq/EXxt4P+H/AIcu/iA3iDxx4n0Hwjoa3vg5rWzbWPEeqWukaat3c/2lJ9ntjeXkInn8t/Kj3SbG24P6OV/Ex+yzpuo6R+0z+zzquq2F7pml6Z8b/hXqGpalqFrPZWGn2Fn440O4vL2+vLmOK3tLS1t45J7m5nkjhghjeWV1RWYf2Hf8L8+Bf/RafhN/4cbwf/8ALmvnvGDgjIOCMzyfC5BVxdWjjsDXxGIeLxVLFSVWnXVOKhKlSpKMXDVpptvVNLQ+w+j7x/xh4nZLxBj+IsFh1iMszTDYTDrLcuxOGh7GthFWbqxqVcQ5Tc37slKKtpZvU9ZoryhPjz8DZHWOP4zfCh3dlRET4ieEGd3YhVVVXWCWZiQFUAkkgAZNdd/wnPgn/ocPC3/hQaT/APJdfj5++VaFehy+2o1aPNfl9rTnT5rWvy86V7XV7bXXdH4iftkf8FQPj/8As9/tI/En4P8Agrwp8ItS8M+D5PCqaZe+JvD/AIwvdcnGueCPDXiW7+3XWl+PdGsZTHf6zdRW/kabbBLRII5BLMkk8vzJ/wAPpv2qP+hH+An/AISvxA/+ehXg3/BSmyvNd/bY+Nuq6JaXOsaXdz+ADa6lpUEuoWFyIfhb4It5jb3lok1vMIp4pYJPLkbZNFJE2HRlHwx/wjniH/oBaz/4K77/AOMV/ePCHh74e43hPhfGY3h7Jq2MxfD2SYnF1qv8Wria+W4WrXq1P3q/eVKs5Snovek9NT/MHjzxW8V8u444zy/L+KuIcPgMDxXxFg8Dh6P8Ghg8Nm+MoYajS/cP93Sowpwp6v3VHV7n58f8Fnfjh4t/aM/ah8BfF7xxYeHtM8TeJ/gH4Xh1Cy8LWmo2OiRJoPxD+Kfh+zNpa6rqut30bSWWl28lyZtSnD3LzPEIYmSGP8ja/TH/AIKKeDvF2o/Ev4TNp/hXxHfLbfA+ytrhrPQ9TuVguP8AhbXxeuPImMFq4im+z3FvP5TlX8meGXbslRm/P3/hX3j3/oSPF/8A4TWs/wDyFX8ZcZYXC4Hi7ijBYGlToYLCcQZxhsJRpfwqWGoZhiKdCnT1fuQpxjGGr91LVn/XD9EHOZY/6LX0f8dmuY06+Z4zwm4IxWYVsTXpRxFXG4jIsHVxNSvFuLVWpWnKVROMXzyei2P73P8Ag1n/AOUdfxH/AOzt/iR/6qv4H19+f8Ff9f13w5+yxoV/4e1rVtCvn+MfhO2e90bUbzS7traTw143kkt2ubGaCZoHeKJ3iLmNnjjZlJRSPz6/4Ni72z8G/wDBPr4h6V4vu7bwrqk37VvxEvotN8STxaHfy2Uvww+CsEV5HZ6o9rcPayzW1xDHcLGYnlgmjVy8Thft3/gr9rOkeJf2WdC0/wAOarpuv36fGLwncvY6LfWuq3i20fhnxvHJcNbWMs8ywRvLEjylBGryRqzAuoPreGSpvj/hRVVB03nGG51UUXBr3viUvdt66H+Of07Kk5Z79IOphakpTdfNnRqYeTcm/Z4azpTpu7fZxd+x/N9/wtb4o/8ARSfH3/hY+Iv/AJY14Z+1d468b+If2SP2lNP1/wAY+KtcsD4L+H05sdY8Q6vqdmZov2hfgv5c32a9vJ4fNj3Nsk2b03NtIyc+nf8ACOeIf+gFrP8A4K77/wCMV5D+0l4a8Ry/st/tGWsWga3LdXfgrwJDaW0elXzz3Usfx9+Dd1JFbwrAZJpEtba4uXSNWZYIJpmAjidl/tfxIpZYuAuLHSp4FVFkeOcHThh1NS9lo4uK5r7Wtrsf5lfQ7xGbr6Vv0c3ia+ZLDrxo8OnWderivYqmuKcsc3VdSXIoKOsnP3UtXofzyV+vn/BBX/lLT+yD/wBhr4rf+qF+Kdfll/wr7x7/ANCR4v8A/Ca1n/5Cr9Z/+CGHhrxH4a/4Krfsl634j0DW9A0Wx1n4pNfavrelX2laXZrN8DPifbQtdX99BBaW6y3M0NvEZpUEk8scSZkkVT/ncf8AYb4t43By8KfE2McXhpSl4e8aRjGNek5SlLhvMkkkpttttJJattJbn+mFRXLf8Jz4J/6HDwt/4UGk/wDyXWO3xa+FSsyt8TPh8rKSrK3jPw4GVgcFWB1IEEEEEEZB4NXCnUqX9nTnUta/JCUrX2vyp2v0vuf4D1KtKlb2tSnT5r29pOML23tzNXtdXttc9Borz3/hbnwp/wCinfD3/wALTw3/APLKs2f46/BG2mlt7j4x/Cu3nhdopoJ/iF4RimikQlXjljk1dXjdGBDIyhlIIIBpzpVadnUp1IJ7OcJRvs9OZK+jT07o0w/+1uUcJ/tUoJOccP8AvnBN2TkqfM4pvRN2TeiPVKK8m/4X58C/+i0/Cb/w43g//wCXNdRafET4f39tDe2Pjrwde2dzGstvd2nifRLm2uIm+7JDPDfPFLG38LxuynsTWZtVw2IopSrUK1KLdlKrSnTTdr2TlFJu2tlrbU/B/wD4LWeIvEGh+OfgPHouu6zpCXHhPxo86aXqd7p6TumsaIqNMtpPCJGQMwVnDFQxAIBNfiL/AMJ947/6HXxb/wCFHrH/AMmV+zn/AAWjng8UeOPgVL4Zmi8RRWnhTxnHdy6FImrx2skur6K0Udw+nm4WF5FRmjWQqzqrFQQCR+J//COeIf8AoBaz/wCCu+/+MV/f/g8sD/xDfhj2qwntPYY7m9oqPPf+1sdbm5vevbltfpbyP8rfH6WZrxe4zVB45UvrWWcipPEezt/YWV35eT3fibvbq+58Rf8ABRjXtd1z4IeBDrWtatrBtviq4tjqmo3moG3E3hHVDKIDdzTGISmOPzBHt3+Wm7OxcfjHX7S/t9+FPFN78FfBltZ+Gtfu7hfij57QW2jajPMsI8J6rGZjFFbO4iDuqGQrsDsqk5YA/kT/AMK+8e/9CR4v/wDCa1n/AOQq/lDxn9kvEvib2Ps/Zc2U8vsuXk/5EWWc3Lye78V7263vrc/6gP2XeLp0/oReD8MZiYU8QsT4he0jia0Y1lfxK4t5edVZKesXHl5lrFxtpY/qE/4NQP8Ak579qP8A7INoH/qwtJr+xX9sT/k1D9pH/siPxM/9RDVq/j0/4NZ7K98FftK/tN3njK0uvCVpefA3QrazuvE1vLoNtdXK+PtLla3tp9VS0innWJWkaKJmkEalyoUE1/XZ+1v4s8Lal+y3+0Pp+neJfD9/f3vwY+JFrZ2NlrOnXV5d3M/hPVY4be2toLmSaeeaRlSKGJHkkdgqKWIFfD8PNLP8jbdks4yxtvZL67R1Z/J/08KkK3ih4jyozhVjLgzBKMqclUjJ/wCqdNWTi2m76WT30P4tq6Lwh/yNvhf/ALGLRP8A052tVv8AhHPEP/QC1n/wV33/AMYrf8KaDrsPijw3NNourRRRa/o8kssmnXiRxxpqNszySO0IVERQWd2IVVBJIAJr/SbO8Th3kubpV6LbyvH2/ew1vhKtvtdbr70f89vA2ExUeNuDpSw2IUVxTw823RqJJLNsG223GySWrb0sfyz10fg7/kbvC3/Yx6H/AOnO1q5/wr7x7/0JHi//AMJrWf8A5CrofCPgDx3H4r8MO/grxaiJ4h0V3d/DesKqIupWxZmY2QCqoBLMSAACScV/mCf932Ix+B+r1/8AbMJ/Bq/8xFH+R/3/ADX3o/2CKK5b/hOfBP8A0OHhb/woNJ/+S6zbj4pfDGzma3u/iN4EtZ02l4Ljxf4fgmQOodS0cuoK67kZWXKjKkMMgg1UITqPlpwlOVr2hFydrpXtFN2u0r92j/nMnUp0kpVKkKcW7KU5Rgm7N2Tk0r2Tdt7J9ju6K89/4W58Kf8Aop3w9/8AC08N/wDyyqldfG74L2LpFffF34YWckkYljjuvH3hS3d4i7xiVEm1ZGaMyRyIHUFS8brncrAVOjVprmnSqQje15wlFXte12kr21t2HQlHFVPZYaUcTV5XL2dBqtU5U0nLkpuUuVNpN2sm1fdHp9FeTf8AC/PgX/0Wn4Tf+HG8H/8Ay5re0v4pfDLXLd7rRfiN4E1i1jma3kudL8X+H9Qt47hUjkaB5rTUJo0mWOWKRomYOEkjcqFdSczpqYXFUo89XDV6ULpc9SjUhG72XNKKV3011Pzn/wCCxH/JoUf/AGVXwV/6Q+I6/lar+pL/AIK361o3iP8AZOTTvD2raZr2of8AC0PBtx9g0W/tdUvPIisvEIln+y2Ms8/kxl0EkmzYhdQzAsM/zDf8I54h/wCgFrP/AIK77/4xX9w/R8rUafADjOrThL+3cydpzjF29lg9bNp2P80/pU4fEVfFJSp0K1SP+reULmhSnON1Wx11eMWrq6ur9V3PDf2jv+TWf2k/+xA8G/8Aq+Pg9X8/Ff0RftFeGvEc37MH7RlrF4f1uW5uvAng+K1t49Kv3nuZU+OPwjuXjgiWAyTSJbwT3DJGrMsMMspASN2X8DP+FfePf+hI8X/+E1rP/wAhV+J/SGnCpx5QlCcZx/1ey5XhJSV/rWY6XTavqvvP97P2MdWlhPorcXUsVUp4aq/HHiuap4icaM3CXBfh0ozUKjjJxbTSklZtNJ3TP0t/4Id/8pWP2OP+x68Vf+qv8dV/p+V/mP8A/BFTwx4l8O/8FRf2Q9a8QeHtc0LRrDxv4nkvtW1nSb/TNMso3+GnjeFJLu/vbeC1t0eaWOJWmlRWlkSMEs6g/wClv/wnPgn/AKHDwt/4UGk//JdfhR7H08K1Gt4ncKSo1adWK4DwicqU41En/rBxA7NwbSdmnZ62afU/h3+Mf/JXfip/2Ufxx/6k+qV5xXrfxc0PW7n4r/E64t9H1S4t7j4heNJoJ4dPu5YZoZfEmpSRTRSxwskkUiMrxyIzI6MGUkEGvPf+Ec8Q/wDQC1n/AMFd9/8AGK/1Gy7E4f6hgV7ejf6nhf8Al7D/AJ80/wC95r7z/l4zbB4t5rmTWFxDTzDGW/cVdb4mpb7PmvvR+EX7Zv8AydF8aP8Asbn/APTdYV8x19ifth+CPGl7+038Y7qz8IeKLu1m8WyNDc22gatPBKo0+xUtHNFaPG6hgVJViAQR1Br5q/4V949/6Ejxf/4TWs//ACFX+ZWb65tmjW39o43/ANSap/3NeEONwcPCfwvhLF4aMo+HfBUZRlXpKUZLhrLE4yTmmmno01dPRn+nr/wRq/5Re/sW/wDZHbH/ANPet18O/wDBcX/kYv2cv+wL8Tv/AEu8D19lf8EgPEXh/QP+CZ37HOj67ruj6Lq+n/CKygv9K1bU7LTtSspxrWssYbuxvJ4bq2lCsrGOaJHCsp24Ir4v/wCC1Fzb+KfEH7Pb+GLiHxGllo/xIW8fQZY9XW0ae98FmBbltPa4EDTCKUxCUoZBHIUBCNj9I8D5Rh4l5BKcowiqWcXlJqKV8lzBK7bS1bSXd6H/ADnfTbjKtkXjQqMXVc+O8U4KmnNyX+v9CV4qN+ZW1urq2ux+EdfGf7fH/Jvmm/8AZZPBX/qE/FSvuX/hHPEP/QC1n/wV33/xivjn9vDwp4ovPgHplraeG9furk/F/wAHXAt7bR9RnnMEPgz4nxyzCGK2aQxRSXECSSbdiPNCrMGkQN/UnjZXoz8MeJowrUpyf9jWjGpCUnbiDKW7JNt2Wr8tT+b/ANmnRq4f6b3gTWr0qlCjDM+MnOrWhKnTgpeG/GMU5TmoxjeUoxV2ruSS1aPxMr+pT/g1J/5PH/aL/wCzZ5v/AFaXw+r+Zr/hX3j3/oSPF/8A4TWs/wDyFX9OH/Brfp9/4L/a8/aEv/GNld+E7G7/AGb5rO1vfE1tNoNpc3Z+J3gKYWtvc6olrDNceTFLL5EbtL5Uckm3ajEfwEf9SX0lsZhKngX4jwp4rDznLJKKjCFelKUn/aeXuyjGTb010Wx/dzRXLf8ACc+Cf+hw8Lf+FBpP/wAl0f8ACc+Cf+hw8Lf+FBpP/wAl0H+Hh1NeAfs1f8k68R/9l/8A2sP/AFqb4yV6t/wnPgn/AKHDwt/4UGk//JdeQ/swXdrffDLXruyube8tJ/j5+1hJBdWs0dxbzIf2p/jIA8U0LPHIhIIDIzAkHnigD6HooooAKKKKAPk39rD4RfEr4iW/wI+IPwXsvh7rPxe/Zp+OcHxu8A+GPir4o8TeB/AHi6fVfg/8YPgB4x8N6/418IeDfiNr3hF734Z/HTxxNofiG0+HvjaPTvElro8t34cvrTzzFwfwn8H/ABu+Bfhb4xfFrxZ8N/A3iX44/tRftX/B74g/Ez4a/Cvx/wCMfEngP4f6H4k079mT9kTV9X8PfETXvhT4f8TeNIfhX8BfhVYfFnXbnUfhT8P7DxPruh63oU58C6Fdt4x0z7uooA/Duf8A4Jx/Hj4sfs9fCP8AYc+N9h8BPDP7NX7MPwf+Kvwd+D/xO+G/xO+JnjD4r/EXQvE37Hnxw/YT+H83jr4VeIfg94C8M/DCXQfgb8efEuq+LW0X4zfF2TXvGulacdKfQ9PuZZ7b7P8Agx8LP2ofFvx+8F/tBftXeFv2fvA/ib4P/Af4ofArwNY/AP4rfEf4rWnjhfjh40+BPjb4meOPE7eP/gn8Ex8Po/7Q/Zz8Aw+F/AmlxfEh7GLVdfN/4/vPItFufvWigD4A+I3/AClN/Y3/AOzAP+Cln/rRX/BJ2vv+vgD4jf8AKU39jf8A7MA/4KWf+tFf8Ena+/6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyT4/eHtZ8XfAj41+FPDtjJqniDxP8ACT4j+HtC02KSGKXUdZ1rwdrOm6XYxy3MsNvHJd3tzBbpJPNFCjSBpZY0DMP82L/hxt/wVa/6M58bf+Ff8Kv/AJva/wBPiig/efBv6QfFngnhM9wfDeUcO5nT4gxGBxOLlnlDMqs6M8vp4mlSjh3gMzwEYxnHFVHU9rGq3KMHFxSkpf5nfw2/4Ik/8FTNF+IvgHWdU/ZB8aWmmaT418LanqN2/i34XOlrY2GuWF1d3DpF47klZYbeKSRljR5GCkIjMQD/AKYlFFBxeMvjrxP421uHq3EuV5DlkuHKeZ0sGsjo5hRjWjmksBOu8T9fzHMHJweX0vZeydJJTqc6m3FxKKKKD8TCiiigAooooAKKKKACiiigAr+Dr4j/APJQ/Hn/AGOfij/0+X1f3i1/B18R/wDkofjz/sc/FH/p8vq/qP6Mv++cYf8AYNkv/p3Mz+Kvpkf7jwB/2F8R/wDpnJjjK/C/9sP/AJOr/aI/7LF4/wD/AFJL+v3Qr8L/ANsP/k6v9oj/ALLF4/8A/Ukv69f6TH/It4T/AOw7NP8A1HwZ/bf7D/8A5OZ46/8AZC8Lf+tBjD5vr/VD/wCCR3/KM79iX/s37wN/6RNX+V5X+qH/AMEjv+UZ37Ev/Zv3gb/0iav5FP8AUv6fH/Jv+Cv+yxqf+qTMD9FaKKKD/K4KKKKACiiigAooooAKKKKACv5Ef+Cp/wDyfJ8Yv+vP4bf+qt8GV/XdX8iP/BU//k+T4xf9efw2/wDVW+DK/f8A6OH/ACXOZf8AZLY//wBWuSn8tfS5/wCTaZR/2WuWf+qTiI/PWvy5/wCClP8AyUb4H/8AZvtr/wCrw+OVfqNX5c/8FKf+SjfA/wD7N9tf/V4fHKv176Rf/JB4L/spcv8A/Vfmx+gfsb/+Uu8X/wBmk40/9WvCp+ctf32f8Gqn/Jgnxs/7PA8a/wDql/gPX8Cdf32f8Gqn/Jgnxs/7PA8a/wDql/gPX8RH++f00/8AkxmZf9lFw7/6lzP6bKKKKD/HEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwD9mr/knXiP/sv/AO1h/wCtTfGSvf68A/Zq/wCSdeI/+y//ALWH/rU3xkoA9/ooooAKKKKAPj7xL4i/Z2/bU/4T34I/Dj9rU6jq3wN+Ien6d+0R4Q/ZM/aU0jwz8U/CmqWj+M/D6fCf4weJ/hHr3/C4/gul74m0HW7i8s/DHib4U/ES68QfDq80H/hJF0Ky8a+G9W5v9g6y8WWPgf4wxS+M/Hvj/wCBjfHrxGf2R/FXxS8b+JPib8QdW/Z7h8BfDa0lvdZ+JXjfVNe8dfEPw7ffHO2+N2ofCbxx4z8R+Jtc8VfBS8+G2tr4k13Sb3S9UuvTP2sf2ah+1d8Ko/hNcfG740/AnSpfFeg+I9c174HzfCga34v0rQvtkknw78Zad8ZvhR8ZPA/iT4Z+Jbq4tJvGng/UvB0tp4vstMh8N69Le+ENT8SeHtdo+Hvgp8bvAXwst/BOj/tX/Fj4r+Mh8X/hT4uf4m/Grwr+zTpniOx+FPh/4i/DTUvif8H9K0n4F/s2fCf4dJ4f8X/DLwx488L6bqV58O7jx9p2qfEHUbrTPiL4dm07wjq3gwA/CDSPjV4k+AX7L/xX/a9+NXw3/wCClPwh/ay1P4F/tw/Hr4I6/wDtL/tUfGuT9nX4ifF6w+CP7Rv7R2l/Bvw/+x0v7XHjbwd4An+Gfwk8L+IJPCngT42/sg/B/S9J0z4Wz+IPB+gWvibw/pTw/qf8J/AN1+y5+2j8HPgN4b+Kf7QPxI8J/HD9kP8AaS+Kfj1/jt8fPi38di3xM/Zx+K/7HXg3SvGHhdvi/wCLfG938PZfGem/tMeLT4j8I/D+/wDC/wAO1/sPQf7J8G2Ell5x7F/+Cd3gfxJqujJ8Z/j5+0z+0b8PfBdp4+s/hf8ACH43eMfh7rvhD4b/APCyvhR4/wDgV4pvrfxf4W+Fng/44fFLW7n4P/FP4g+AbfxD+0L8XPjJr1vpvivVtUGov4mn/txfT/gP+yYPg14tTx34t/aF/aA/aT8W6P4FuPhf4C1z4+XfwbmvPhr8O9S1Pw/rHiDwv4Yb4OfBn4OprL+K9T8HeCrzxT4s+IqeOvHuuy+DvDxvvFcgtbgXQB5r8SWKf8FS/wBjdlRpD/wwF/wUqXYhQPg/tE/8EnyXzI8abVKgEb9+XXarAOV++fOk/wCfS4/76tP/AJJr4I+I3/KU39jf/swD/gpZ/wCtFf8ABJ2vv+gCv50n/Ppcf99Wn/yTR50n/Ppcf99Wn/yTViigCv50n/Ppcf8AfVp/8k0edJ/z6XH/AH1af/JNWKKAK/nSf8+lx/31af8AyTR50n/Ppcf99Wn/AMk1YooAr+dJ/wA+lx/31af/ACTR50n/AD6XH/fVp/8AJNWKKAK/nSf8+lx/31af/JNHnSf8+lx/31af/JNWKKAK/nSf8+lx/wB9Wn/yTR50n/Ppcf8AfVp/8k1YooAr+dJ/z6XH/fVp/wDJNHnSf8+lx/31af8AyTViigCv50n/AD6XH/fVp/8AJNHnSf8APpcf99Wn/wAk1YooAr+dJ/z6XH/fVp/8k0edJ/z6XH/fVp/8k1YooAr+dJ/z6XH/AH1af/JNHnSf8+lx/wB9Wn/yTViigCv50n/Ppcf99Wn/AMk0edJ/z6XH/fVp/wDJNWKKAK/nSf8APpcf99Wn/wAk0edJ/wA+lx/31af/ACTViigCv50n/Ppcf99Wn/yTR50n/Ppcf99Wn/yTViigCv50n/Ppcf8AfVp/8k0edJ/z6XH/AH1af/JNWKKAK/nSf8+lx/31af8AyTX8IXxG/wCShePOMf8AFZ+KODjI/wCJ3fcHBI/Ike9f3i1z7+EvCrszv4Z8Pu7sWd30bTWZmYkszMbYlmYkkkkkkkk5r9U8MPEmn4dVs5q1Mnnm39q0sDTUYY6OC9h9TnipNtywmK9p7T6wkklDl5N5c2n4j4z+D9XxaocP0aef08i/sOtmVVynlksx+s/2hDBQUUo47A+y9l9Ubbbqc/tErQ5by/gnr8Lv2wuf2qv2iDgj/i8Xj/g4yP8AipL/ANCR+RNf60//AAiHhP8A6Ffw7/4JNN/+Rq/h/wD2yf8Ag3c/b++Of7Wv7S/xn8A3HwDg8D/Fb46/FL4heEIdX+IusaZqsPhrxf4z1jXdFi1HToPBF3BY3senX1ulzaQ3VxFbzB4o5pVQOezxP8U6fiJhsow9PJJ5T/ZdfFVnOeYRxvtvrNOjBRUVg8L7Pk9le9583Naytd/1/wDsyeCuFvo3cceKGbcZ+IuT0sLxPwpkuXYOpmOEWSU/rGAzeriZwp1KuYY1V5yp1m3BRpuEYc15c1o/yk1/qef8EkJZB/wTP/YmAtp3A/Z/8DAMrWwVv9CbkbrhWx9VB9q/jm/4hiP+Clf/AD+/s5f+HT13/wCYGv7ff2C/gn4z/Zw/Y1/Zu+BHxEbR38cfCr4U+GfBvih/D99LqeiNrGk2zRXZ0zUJ7Sxmu7Tef3U8lnbs45MS1+Pn9j/TO8TOAOOOCuE8DwjxdkfEOMwfFM8XisNleNp4mrQwzynG0VXqRhrGm6tSFPmenNJLqfWHnSf8+lx/31af/JNHnSf8+lx/31af/JNWKKD/ADnK/nSf8+lx/wB9Wn/yTR50n/Ppcf8AfVp/8k1YooAr+dJ/z6XH/fVp/wDJNHnSf8+lx/31af8AyTViigCv50n/AD6XH/fVp/8AJNHnSf8APpcf99Wn/wAk1YooAr+dJ/z6XH/fVp/8k0edJ/z6XH/fVp/8k1YooAr+dJ/z6XH/AH1af/JNfyL/APBUxi37cfxhJRoybP4b/I5QsMfC7waOTG7rz1GGPB5wcgf14V/Ij/wVP/5Pk+MX/Xn8Nv8A1Vvgyv3/AOjh/wAlzmX/AGS2P/8AVrkp/LX0uf8Ak2mUf9lrln/qk4iPz1r8uP8AgpT/AMlG+CHBGP2fbX05/wCL3/HI5GCeOcc4OQeMYJ/Uevy5/wCClP8AyUb4H/8AZvtr/wCrw+OVfr30i/8Akg8F/wBlLl//AKr82P0D9jf/AMpd4v8A7NJxp/6teFT85a/vn/4NWJHT9gX41hYJZR/w1/41O5DAAD/wpj4EDB8yaNs8Z4UjBHOcgfwMV/fZ/wAGqn/Jgnxs/wCzwPGv/ql/gPX8RH++f00/+TGZl/2UXDv/AKlzP6ZPOk/59Lj/AL6tP/kmjzpP+fS4/wC+rT/5JqxRQf44lfzpP+fS4/76tP8A5Jo86T/n0uP++rT/AOSasUUAV/Ok/wCfS4/76tP/AJJo86T/AJ9Lj/vq0/8AkmrFFAFfzpP+fS4/76tP/kmjzpP+fS4/76tP/kmrFFAFfzpP+fS4/wC+rT/5Jo86T/n0uP8Avq0/+SasUUAV/Ok/59Lj/vq0/wDkmjzpP+fS4/76tP8A5JqxRQBX86T/AJ9Lj/vq0/8AkmjzpP8An0uP++rT/wCSasUUAV/Ok/59Lj/vq0/+SaPOk/59Lj/vq0/+SasUUAV/Ok/59Lj/AL6tP/kmjzpP+fS4/wC+rT/5JqxRQBX86T/n0uP++rT/AOSa8H/ZoJPw58REqVJ+P37WBKttLL/xlN8ZODtZlyO+GI9Ca+gK8A/Zq/5J14j/AOy//tYf+tTfGSgD3+iiigAooooA8/8Ail8WvhX8DfAmufFH42fEz4ffB74Z+GTpg8SfEX4peM/Dnw+8CeHjrWr2Hh7Rhrni7xbqWkeH9JOra/qul6Hpgv8AULf7fq+pWGm2vm3t5bwSc/8ABT9oX4BftKeFdQ8dfs5/HH4P/H7wTpPiC68J6p4x+CnxL8F/FTwrpviqx07StYvvDOoeIfAuta9pFn4gs9I13Q9UutGuLyPUbfTtZ0q+mtkttRs5Zvgz9q+7+PH7Qt/8Mvhv4X8F6H+yVqPw6/bX+GereCviP+2Tqvwe8X/Dn9pGH4e+H/jV4y8O3n7Pfwx/Z9/aW1j4p/ELX9N8V+APA3xQt/hp8VdY/Zb8X3/gGHUNYa6gv/C3jDwvp/05+yZ8b/G3xYT9oHwJ8S7vwJr/AMRP2Yfjy3wA8aePfhdomr+FPh18Rdaf4J/BT44r4l8KeC/EHjP4j674JTTNN+Nun+BfEnhPVfiF42utH8a+DvE0I8Q3du0EUAB6R4M/aa/Zu+I/xE8a/CH4eftB/BDx58WPht9s/wCFi/C/wZ8V/Afij4ieAf7Pu1sL/wD4TXwVoev33iXwt9hvnSyvP7d0yw+zXbrbTbJmCGT4P/tKfs5/tCt4nX4A/H74KfHFvBOoRaT4zX4P/FTwL8TG8I6pObgQ6b4nHgvXtbOgahMbW6EVnqv2S4kNtcBIyYZNv84fx2tPHCf8EdP+CbU/wrisX/aBj/ZA/aYh8YzeHjo0vi+Lx3ff8EZv24bn4xxyzxb7mK9l/bGtvhv/AMJ6LZliX4mRaDFrIF6tug/ZKytPCsH7fn7JMvwji8Mf8K2b/gnX+1PaXtx4RGkyae/hiy+NH7BDfs6RG4sd07+Go9Bu/jW/w/AkOlPBL4tk03c/2tgAa3xG/wCUpv7G/wD2YB/wUs/9aK/4JO19/wBfn98SVL/8FS/2N1V2jP8AwwF/wUqbegQvgftE/wDBJ8FMSJIm1iwJOzflF2soLhvvnyZP+fu4/wC+bT/5GoAsUVX8mT/n7uP++bT/AORqPJk/5+7j/vm0/wDkagCxRVfyZP8An7uP++bT/wCRqPJk/wCfu4/75tP/AJGoAsUVX8mT/n7uP++bT/5Go8mT/n7uP++bT/5GoAsUVX8mT/n7uP8Avm0/+RqPJk/5+7j/AL5tP/kagCxRVfyZP+fu4/75tP8A5Go8mT/n7uP++bT/AORqALFFV/Jk/wCfu4/75tP/AJGo8mT/AJ+7j/vm0/8AkagCxRVfyZP+fu4/75tP/kajyZP+fu4/75tP/kagCxRVfyZP+fu4/wC+bT/5Go8mT/n7uP8Avm0/+RqALFFV/Jk/5+7j/vm0/wDkajyZP+fu4/75tP8A5GoAsUVX8mT/AJ+7j/vm0/8AkajyZP8An7uP++bT/wCRqALFFV/Jk/5+7j/vm0/+RqPJk/5+7j/vm0/+RqALFFV/Jk/5+7j/AL5tP/kajyZP+fu4/wC+bT/5GoAsUVX8mT/n7uP++bT/AORqPJk/5+7j/vm0/wDkagCxRVfyZP8An7uP++bT/wCRqPJk/wCfu4/75tP/AJGoAsUVX8mT/n7uP++bT/5Go8mT/n7uP++bT/5GoAsUVX8mT/n7uP8Avm0/+RqPJk/5+7j/AL5tP/kagCxRVfyZP+fu4/75tP8A5Go8mT/n7uP++bT/AORqALFFV/Jk/wCfu4/75tP/AJGo8mT/AJ+7j/vm0/8AkagCxRVfyZP+fu4/75tP/kajyZP+fu4/75tP/kagCxRVfyZP+fu4/wC+bT/5Go8mT/n7uP8Avm0/+RqALFFV/Jk/5+7j/vm0/wDkajyZP+fu4/75tP8A5GoAsUVX8mT/AJ+7j/vm0/8AkajyZP8An7uP++bT/wCRqALFfyI/8FT/APk+T4xf9efw2/8AVW+DK/rm8mT/AJ+7j/vm0/8Akav5F/8AgqYpX9uP4wgu0hFn8N/ncIGOfhd4NPIjRF46DCjgc5OSf3/6OH/Jc5l/2S2P/wDVrkp/LX0uf+TaZR/2WuWf+qTiI/Pevy5/4KU/8lG+B/8A2b7a/wDq8PjlX6jV+XH/AAUp/wCSjfBDknP7Ptr6cf8AF7/jkMDAHHGecnJPOMAfr30i/wDkg8F/2UuX/wDqvzY/QP2N/wDyl3i/+zScaf8Aq14VPzmr++z/AINVP+TBPjZ/2eB41/8AVL/Aev4E6/vn/wCDViN3/YF+NZWeWIf8Nf8AjUbUEBBP/CmPgQcnzIZGzzjhgMAcZyT/ABEf75/TT/5MZmX/AGUXDv8A6lzP6caKr+TJ/wA/dx/3zaf/ACNR5Mn/AD93H/fNp/8AI1B/jiWKKr+TJ/z93H/fNp/8jUeTJ/z93H/fNp/8jUAWKKr+TJ/z93H/AHzaf/I1Hkyf8/dx/wB82n/yNQBYoqv5Mn/P3cf982n/AMjUeTJ/z93H/fNp/wDI1AFiiq/kyf8AP3cf982n/wAjUeTJ/wA/dx/3zaf/ACNQBYoqv5Mn/P3cf982n/yNR5Mn/P3cf982n/yNQBYoqv5Mn/P3cf8AfNp/8jUeTJ/z93H/AHzaf/I1AFiiq/kyf8/dx/3zaf8AyNR5Mn/P3cf982n/AMjUAWKKr+TJ/wA/dx/3zaf/ACNR5Mn/AD93H/fNp/8AI1AFivAP2av+SdeI/wDsv/7WH/rU3xkr3fyZP+fu4/75tP8A5Grwf9mgEfDnxECxYj4/ftYAs20M3/GU3xk5O1VXJ74UD0AoA+gKKKKACiiigDhPiX8Lfhj8Z/Bmr/Dn4w/DnwJ8WPh74gSCPX/AfxL8IeH/AB34M1xLW4ju7ZNX8L+KNP1XQ9SS3uoYbmBb2xnENxFHNGFkjVhwF1+zH8DE+FXhT4IeF/hp4L+HHwo8D+PfhJ8R/CfgD4a+EfCngvwh4f8AEfwU+Lngz43eBm0fwvpOhxeHtLtbTx94E0DUrhdO0u1ulEUs+nXenan9m1K22vjXrfx90HwrYXn7Onw0+D/xU8bSeILW21Xw/wDGv44+NPgD4VsvCr6dqst9rNh4x8C/s9ftKatqXiC31aHQ7K18NXPgXSdOvNO1HVdUm8WWFzo1no+u+X/safHX4rftHfB6T4qfFT4V/Dj4WjV/GHiGy+HJ+FPxn8UfHPwP8SfhlpYsbTQPi14f8Y+MfgV+zxrqaB431RdeufCUMvgCTT9d8FWnhrx5oviDVNG8Y2EdmAd54K/Zd/Zn+G3xD8a/F34dfs7fArwD8V/iUl/H8Rvif4K+EfgDwr8Q/H8eq3sepanH418a6F4fsPEnipNR1GKLUL9dd1O/W8vY47q4Ek6LIJvg5+zN+zf+zqfFDfs+/s+/BH4FN43vrfU/GjfBz4UeA/hifF+pWhujaah4oPgnQdEOv31qb29Nvd6t9ruITd3XlyL9ol3/ABV4I/bk/aC1r4a+O/2q/HP7O3wF8DfsPeBdD/aM+Id18UrT9rHx/wCJfj9ffB/4Gf8ACyjoXj2H4CS/seeHfhmlz8RLTwJpniBdET9qK407w74V8Tf2vbeKPFN7pcWj6v7R8Df2lPjf4k+LGifBn9pT4A+BvgR40+IHwg8S/HH4V23gH49X/wAb4da8G+A/Evw78K/EbQvHKa38F/gnfeCviD4F1X4vfDGPWNI0Gy+IXg25XxTt0n4gX82nzRSAHN/Eb/lKb+xv/wBmAf8ABSz/ANaK/wCCTtff9fAHxG/5Sm/sb/8AZgH/AAUs/wDWiv8Agk7X3/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfyI/8ABU//AJPk+MX/AF5/Db/1Vvgyv67q/kR/4Kn/APJ8nxi/68/ht/6q3wZX7/8ARw/5LnMv+yWx/wD6tclP5a+lz/ybTKP+y1yz/wBUnER+etflz/wUp/5KN8D/APs321/9Xh8cq/Uavy5/4KU/8lG+B/8A2b7a/wDq8PjlX699Iv8A5IPBf9lLl/8A6r82P0D9jf8A8pd4v/s0nGn/AKteFT85a/vs/wCDVT/kwT42f9ngeNf/AFS/wHr+BOv77P8Ag1U/5ME+Nn/Z4HjX/wBUv8B6/iI/3z+mn/yYzMv+yi4d/wDUuZ/TZRRRQf44hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeAfs1f8AJOvEf/Zf/wBrD/1qb4yV7/XgH7NX/JOvEf8A2X/9rD/1qb4yUAe/0UUUAFFFFAH58/tHfs//ALQuq/A/9pjwZ4G+Pfxt+NOr/tL+IfBPw90jwp40b9nDwPpX7NPwh+KPxStPBvxt1P4NeJfhr8IPgt40urb4d/A/x54s8TabcfFTx38X/idcr8L/AAvB4P1fU/H+o6l/wmX1h418W+GvgT4C8LS2Pg7Vrvw1aeMfgn8H9B8L+A7HQYToNv8AE34neBfgr4ZvIbDVtY8OaVZ+DvA0/jDTte8TR2V3Lqlh4K0LWG8MaF4j16DSvDeqerUUAfzbeI/+Cb+rePfh8/7O37Pn/BPfS/8Agn0urfBz9pL4K/tIfHqP4m/BXxzpX7Qvw5+KX7HX7QXwI8H/AA80v4oeEfG/i/8Aab/aB0vSvjh8Q/hJ8XbTxl+1Z8NfhX4i0fSfheL2HTU1+/fw3L+mvwhs/jl8cv2p/hn+0X8XP2ZviH+y9H8Dv2aPjr8EW0T4j+PvgP42f4heLf2iviL+y9458Qap4Eb4G/Fb4sKvgfwSv7MNvaWeteP5fAHinXT4ztSPAliLC+aD9FKKAPz++JKJJ/wVL/Y3SRFkT/hgL/gpU+x1DpvX9on/AIJPhW2sCNyh3AbGQGYA4Y5++fslp/z7W/8A35j/APia+CPiN/ylN/Y3/wCzAP8AgpZ/60V/wSdr7/oAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATX8i//BUxEj/bj+MKRoqKLP4b4VFCqM/C7waTgAADJJJ45JzX9eFfyI/8FT/+T5PjF/15/Db/ANVb4Mr9/wDo4f8AJc5l/wBktj//AFa5Kfy19Ln/AJNplH/Za5Z/6pOIj89a/Lj/AIKUgD4jfBDAAz+z7ak+5/4Xf8chk+pwAPoAO1fqPX5c/wDBSn/ko3wP/wCzfbX/ANXh8cq/XvpF/wDJB4L/ALKXL/8A1X5sfoH7G/8A5S7xf/ZpONP/AFa8Kn5y1/fP/wAGrEEEv7AvxraSGKRh+1/41AZ40cgf8KY+BBwCwJxkk46ZJPev4GK/vs/4NVP+TBPjZ/2eB41/9Uv8B6/iI/3z+mn/AMmMzL/souHf/UuZ/TJ9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKD/ABxK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATR9ktP+fa3/78x/8AxNWKKAK/2S0/59rf/vzH/wDE0fZLT/n2t/8AvzH/APE1YooAr/ZLT/n2t/8AvzH/APE0fZLT/n2t/wDvzH/8TViigCv9ktP+fa3/AO/Mf/xNH2S0/wCfa3/78x//ABNWKKAK/wBktP8An2t/+/Mf/wATXg/7NCqvw58RKqhVX4/ftYAKoAAA/am+MmAAMAAegr6ArwD9mr/knXiP/sv/AO1h/wCtTfGSgD3+iiigArnvF174l03wp4n1HwZoOn+KvGFh4e1q98KeGNW15vC2leJPEtrptzPoWg6n4nTSdffw5p+sapHa6fe68mha02kW1xJqC6TqRtxZzdDXj+jfs9fALw58ZfFn7Rnh74HfB/Qv2g/Hvh+28J+Ovjto3w08F6X8ZfGnhWzg8M2tn4Z8WfE+x0WDxt4j8P2tt4L8HW9to2sa5eadBB4T8MwxWyx6Dpa2oB+XHgj9oz9p74ifAD9nLwF4g+NEXhH44/tFf8FNP27v2ONe+O/wz+HPgKxuvBngX9l74wf8FD/Elpe/DfwJ8RdF+JngbTdSn+FH7G2l/Djw7c/EHQPifLZ/20mv+Km8X+I0vNduvtr9jvx38QNYu/2ovg78S/iHrXxe8Sfss/tIQ/BOH4q+KPDngjwt4s8eaB4m/Zz/AGeP2lfDupeLNJ+Gvh/wd4BPiLRdH/aDtPB2p6j4S8FeDNG1eXw0NUg8MaXJdyo/nR/Ya8UeH/hD4X8K/Dn4z6D4f+L/AMMf20/2ov21PhH8UPFfwjm8aeEvDfir9p744ftQfEXxB4K8VfDGy+JvhDVfFfh+w+F/7VnxB+DOo6nofxP8C63rcZHjXTLnwpc3KeHrL0PwB8G/jf8ABPwL4313SPFXw7+K37RHxw/aQ+E/xS+Oni+H4bah8Ofh3q+gz6x8Cfgx8TJ/BPw5uPi34h1rwtN4P/ZO+GEOkeBf7d+LHj/UU8Z+GtL8RazD46SebwTqgB+VOv8A7cH7R/wB/Y+/Z0/4KK+MPjp4r+Lvhz9rr9n74zfGqP8AZu8S/Dz4KaP8NvhDLaf8E9v2kP8AgoZ8MdM+G3iDwH8PvBPxcaHw34c/Z+Pwx8Vr8Ufif8V38VTeIZNZsbvw5PaxSj9DPg9f/Hv4I/tVfDP9nf4w/tLeOf2mrf44/sw/G743nVPH3w/+B/g2b4eeN/2ePiP+zJ4H8V6V4GuPgn8MfhQk3w+8YR/tO6dcaPoXj3TvHXi/Q28HeZcfEHUhqM8B8y07/gmd4j8RfDvwf+zf8b/jf4G+I/7JPwY+H3xN+Gn7P/ww8LfAC6+HvxM8JeFvH3wH+Jn7LWjWfxH+LGofGjx/4X+Ii+AP2ePi947+Hegr4U+DPwkTU21Cz1zxINWubN7a5+kPgh+zl8ctA+KuifGX9pr49fDz47eOfh/8JvFnwV+Fmo/Dj9n/AFT4DppHg74i+I/hr4q+Jer+O01r44/HB/GnjjxrrHwa+F895qfhyT4ceEdNHhy6Gl+BbY6qzWgBynxJcR/8FS/2N3YMR/wwF/wUqXCI8j5b9on/AIJPkHZGrvtwpy+3YpKhmBdA33z9pj/u3H/gJd//ABmvgj4jf8pTf2N/+zAP+Cln/rRX/BJ2vv8AoAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGaPtMf924/wDAS7/+M1YooAr/AGmP+7cf+Al3/wDGa/kX/wCCpjh/24/jCwDAGz+G/Do8bcfC7waOUkVWHTjIGRyMgg1/XhX8iP8AwVP/AOT5PjF/15/Db/1Vvgyv3/6OH/Jc5l/2S2P/APVrkp/LX0uf+TaZR/2WuWf+qTiI/PWvy4/4KUnPxG+CHXj9n21HQj/mt/xyPGeo56jIzkdQQP1Hr8uf+ClP/JRvgf8A9m+2v/q8PjlX699Iv/kg8F/2UuX/APqvzY/QP2N//KXeL/7NJxp/6teFT85a/vn/AODViZI/2BfjWrCUk/tf+NT8kE8ox/wpj4EDlo43UHjoTnGDjBBP8DFf32f8Gqn/ACYJ8bP+zwPGv/ql/gPX8RH++f00/wDkxmZf9lFw7/6lzP6ZPtMf924/8BLv/wCM0faY/wC7cf8AgJd//GasUUH+OJX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzR9pj/ALtx/wCAl3/8ZqxRQBX+0x/3bj/wEu//AIzXg/7NDBvhz4iYZAPx+/awI3Kytz+1N8ZOqsAyn1BAI7ivoCvAP2av+SdeI/8Asv8A+1h/61N8ZKAPf6KKKACiivn/AFX4t6H488dfFP8AZs8IX3xw8A/FXRPh9qOoR/FB/wBmr4x2Xwv8OT63o2hppGv+APjv8RfhI37LXxQ8YeHbnxlomqR+A9E8deNdQ/tDSvEOmeIPC00Xg/xxY6MAfQFFfjj+yD8C/wBnj4gfsH+LPBH7S2nad48+CXwr/by/4Kia5q9n8cPG+u694K1TSfh9/wAFJP21NA0+8+OFz4w8QyaT8V/DemaPLJqmr2Hxmk8W+GbzXtP0nxnrNjceJvD2ia1pv1L+wR8II/hF4B+Lg8L+FD8Lvgh8Rvjt4g+I37NfwMj0m48M2HwS+Cl58P8A4a+E7Pwzo/gqa3sk+HWjfEH4geD/AIhftAaZ8NIdN0V/h3a/GVPBuo+HvDWtaLqfh/TAD7por+UPxD8PNd/Yg/ZS+I/xx+M//BOn9lX4Mftz/Ff4J/t9+L/gt+1p8OtZ8A/Fz9sWP9r/AMQfsu/tcftbeKLH4peJdB+BPhzUvBNzqHg3wX8VNB0fxN8N/wBpf47Q6hZadpngrUdXgtdfglP60/Cn9nr4Lfskft3fAb4b/sx/CbwT8I/h18W/2J/2q/E3xYi+Hfh6x8N6d8QvG/wP+Mf7DOhfCjxv47Ggw2WmeK/iHJofxv8Ai6t74+1+2v8Axn4mg1G5/tHW723sFjiAPVPiN/ylN/Y3/wCzAP8AgpZ/60V/wSdr7/r8/viSHP8AwVL/AGNxGyo//DAX/BSo7nQyJs/4aJ/4JP7l2K8Z3ElCG34UKwKMWBT7523f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFFV9t3/z2t/8AwGk/+S6Nt3/z2t//AAGk/wDkugCxRVfbd/8APa3/APAaT/5Lo23f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFFV9t3/z2t/8AwGk/+S6Nt3/z2t//AAGk/wDkugCxRVfbd/8APa3/APAaT/5Lo23f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFFV9t3/z2t/8AwGk/+S6Nt3/z2t//AAGk/wDkugCxRVfbd/8APa3/APAaT/5Lo23f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFFV9t3/z2t/8AwGk/+S6Nt3/z2t//AAGk/wDkugCxRVfbd/8APa3/APAaT/5Lo23f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFFV9t3/z2t/8AwGk/+S6Nt3/z2t//AAGk/wDkugCxRVfbd/8APa3/APAaT/5Lo23f/Pa3/wDAaT/5LoAsUVX23f8Az2t//AaT/wCS6Nt3/wA9rf8A8BpP/kugCxRVfbd/89rf/wABpP8A5Lo23f8Az2t//AaT/wCS6ALFfyI/8FT/APk+T4xf9efw2/8AVW+DK/rm23f/AD2t/wDwGk/+S6/J/wDad/4JX6X+0r8a/F3xmvfjZf8AhK58Vw+HYpNAtfANvrEFl/wj3hnR/DaMmoTeL9Pkn+1JpC3bBrSPynnaEGQIJG/XvBbirIuEOKsbmfEGMlgcFWyHF4GnWjhsVinLE1cwyuvCn7PCUa9VJ0sNWlzuCguTlclKUU/wX6RHBHEvHvBGXZNwtl8cxzHD8T4HMqtCeMwWCUcHRyvOcNUq+1x2Iw1GTjWxeHj7ONR1HzuUYOMZuP8ALfX9An7C/wDwT1/Yt/an/Zi+HvxI/aE/Z58CfFTxzYXPjLwnZ+JPEqau2oQeHNM8b+ItSsNJQ2Gq2UP2W1vta1S5jzCZPMvZt0jLtVb/APw450H/AKOQ1f8A8NdZf/N5X6pfsrfs8r+y/wDBzRfhDY+Lj4xt9H1TXtTXXbvQRo09w2u6nPqTwtYQ6zqMcYtmmMKuLpzKF3lUJ2j9G8ZvErg3i7hLD5XkGazxuOp51g8ZKjLL8xwqjh6WFx1KpU9pi8JQpNxnXpx5VNzfM2ouKbX5t9GXw58WfCbxExfFONo47hWnU4YzLKaeaZPxHgqeMdXF47Kqyw3PkuZzxipVqeEqSndKi3TipvmcE/lf/hzF/wAEuf8Aoy/4Sf8AfvxL/wDNBX2H+z3+zD8A/wBlHwdqvw//AGdvhh4c+FHg3W/Et14x1bw/4ZW+WxvvE99pekaJd6zML+8vpvtc+laBo9k5WVY/JsIMRht7N7htu/8Antb/APgNJ/8AJdG27/57W/8A4DSf/Jdfy2f3VmvG3GeeYSWX53xdxPnGAnOFWWCzXP8ANcwwkqlJ81OpLDYvF1qLnTlrCbg5QesWmWKKr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l0HzBYoqvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXQBYoqvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl0AWKKr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l0AWKKr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXQBYoqvtu/wDntb/+A0n/AMl0bbv/AJ7W/wD4DSf/ACXQBYoqvtu/+e1v/wCA0n/yXRtu/wDntb/+A0n/AMl0AWKKr7bv/ntb/wDgNJ/8l0bbv/ntb/8AgNJ/8l0AWKKr7bv/AJ7W/wD4DSf/ACXRtu/+e1v/AOA0n/yXQBYrwD9mr/knXiP/ALL/APtYf+tTfGSvd9t3/wA9rf8A8BpP/kuvB/2aNw+HPiLcQW/4X9+1hkqpUE/8NTfGTJClmIHsWbHqaAPoCiiigAooooA+PviL+wd+zH8UvhLbfA7xP4R8caf8N7P49+L/ANp610z4ffHf4/fCTX4Pjl47+LXjv47+JfHMfj34U/E/wX4/Vrj4wfEnxZ8QdM8Of8JP/wAIj4c8Qz6Jc+HNA0mPwh4Qi0Le0P8AZV8M+Bfhinwv+GnxL/aD0Swf4x/Cz4v3nib4hftM/tLfH3x7cv8ADz4j/DXxtrXgaH4i/G74yeN/iJp/w8+IGh/Dn/hBfE3w/svF0Xw8vdC8WeMV1XwbrVr4t8X6Z4k+o6KAPjDwT/wT4/ZK8AeIrfxFoXw21zUI9J0zxHong7wZ43+Lvxp+Jfwk+FmjeLvDuq+DvEukfBL4JfEf4ieK/g98DNM1jwZrmteC7yw+D3gbwPaN4M1bUvCSRJ4dvbnTZOz+Av7H3wI/Zr1HUtX+FmkfEE6rqGgad4Sg1L4m/HX48fHi+8NeDNJn+06f4H8A3Xx1+JXxIn+G/gW3uVgnHgn4fv4a8KyTWOmSTaRI+laabX6cooA/MD9qj4iWvwO/b6/ZA+Nfi74f/tAeKPhlp37IH7fnwt1jxN8C/wBmH9o79pv/AIR3x38QPjR/wTf8WeCNC8U6N+zf8K/it4g8Lf8ACU+H/hT8RdQ0TU/EWlaZo9//AMIjq9rBqDXsUdtL6B/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9ff9FAHwB/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9H/AA8s/Z1/6Jz+3/8A+Knf+Cpv/wBBvX3/AEUAfAH/AA8s/Z1/6Jz+3/8A+Knf+Cpv/wBBvR/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9ff9FAHwB/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9H/AA8s/Z1/6Jz+3/8A+Knf+Cpv/wBBvX1L8IPj38EP2gdI8QeIPgV8Xfhv8Y9A8KeKdS8EeJNc+GPjTw/440fRfF+kQ2lxqnhvUNT8OahqNjb6vYQX9nLdWTz+dElzEzKA4r1qgD4A/wCHln7Ov/ROf2//APxU7/wVN/8AoN6P+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3r7/ooA+AP+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3o/wCHln7Ov/ROf2//APxU7/wVN/8AoN6+/wCvCPGP7TfwI8A/HP4Q/s0+K/iNpOnfHb47WfizUvhf8NYbPWdW1/XtK8E+HNd8V+INZ1A6Npmoaf4R0SLRfC/iOTS9Z8Z3vh7S/EeoaHquh+G7vVtcsbjTowD53/4eWfs6/wDROf2//wDxU7/wVN/+g3o/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Devv+igD4A/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Dej/h5Z+zr/ANE5/b//APFTv/BU3/6Devv+igD4A/4eWfs6/wDROf2//wDxU7/wVN/+g3o/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Devr34r/Ff4c/A34c+L/i38W/F+j+A/hx4D0efXvFfivXp3h0/S9PheOGMCOGOe81DUdQvJ7bTNF0XTLa91nXtZvbDRdFsL/Vr+ysp7nw1+Ivg74v8Aw58AfFr4d6u2v/D/AOKPgnwr8RfA2vPpur6K+t+DvG2hWHiXwzq76Pr9hpWu6S2paLqdleNput6Zp2r2BmNrqVhZ3kU1vGAfG3/Dyz9nX/onP7f/AP4qd/4Km/8A0G9H/Dyz9nX/AKJz+3//AOKnf+Cpv/0G9ff9FAHwB/w8s/Z1/wCic/t//wDip3/gqb/9BvR/w8s/Z1/6Jz+3/wD+Knf+Cpv/ANBvX3/RQB8Af8PLP2df+ic/t/8A/ip3/gqb/wDQb0f8PLP2df8AonP7f/8A4qd/4Km//Qb19EWP7TfwI1T9ozVv2StL+I2k6n+0P4f+GMvxi8Q/DbTbPWb+98O/D6PW/DegDVfEOuWmmTeFtB1Oe/8AGHheey8J6trtn4vv9F1zT/ElloNx4dnGqj3egD4A/wCHln7Ov/ROf2//APxU7/wVN/8AoN6P+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3r7/ooA+AP+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3o/wCHln7Ov/ROf2//APxU7/wVN/8AoN6+/wCvCP2kP2m/gR+yL8LNW+NX7RfxG0n4ZfDfRryw02413UrPWdYvL3VdTeQWOjeH/DPhjTNb8V+Ktbnigu74aN4Z0PV9UTStO1XWJbRNL0rUry1APnf/AIeWfs6/9E5/b/8A/FTv/BU3/wCg3o/4eWfs6/8AROf2/wD/AMVO/wDBU3/6Devv+igD4A/4eWfs6/8AROf2/wD/AMVO/wDBU3/6Dej/AIeWfs6/9E5/b/8A/FTv/BU3/wCg3r7/AKKAPgD/AIeWfs6/9E5/b/8A/FTv/BU3/wCg3o/4eWfs6/8AROf2/wD/AMVO/wDBU3/6Devv+vEPg/8AtM/s4/tC3vjPTvgJ8fPgz8a9Q+HV5p+n+P7L4T/E3wX8Q7vwVeatPrNrpUHim38J61q0ugvql14c8RWmmnU0tlv7vw9r1raNNcaNqUdqAfN//Dyz9nX/AKJz+3//AOKnf+Cpv/0G9H/Dyz9nX/onP7f/AP4qd/4Km/8A0G9ff9FAHwB/w8s/Z1/6Jz+3/wD+Knf+Cpv/ANBvR/w8s/Z1/wCic/t//wDip3/gqb/9BvX3/RQB8Af8PLP2df8AonP7f/8A4qd/4Km//Qb0f8PLP2df+ic/t/8A/ip3/gqb/wDQb19IePv2mf2cfhV8Q/Anwj+J/wAfPgz8Ovir8UbnS7P4bfDXxx8TfBfhTx54+u9c1tPDOh2/g/wlrmtWOveI5tb8TSw+G9Gj0mwu21XxDNBodgLjVZorR/b6APgD/h5Z+zr/ANE5/b//APFTv/BU3/6Dej/h5Z+zr/0Tn9v/AP8AFTv/AAVN/wDoN6+/6KAPgD/h5Z+zr/0Tn9v/AP8AFTv/AAVN/wDoN6P+Hln7Ov8A0Tn9v/8A8VO/8FTf/oN6+/6y9c1zRfDOi6v4k8Savpfh/wAO+H9L1DXNf1/XNQtNJ0XQ9F0m0mv9U1fV9Uv5rex03S9Nsbee91DUL2eC0s7SGa5uZo4Y3dQD4U/4eWfs6/8AROf2/wD/AMVO/wDBU3/6Dej/AIeWfs6/9E5/b/8A/FTv/BU3/wCg3r6k+DPx++Bf7Rvha98cfs/fGX4W/HDwZpuu3PhfUvFfwk8feFviJ4d07xLZ6fper3Xh+/1jwlqmrafZ61Bo+uaJrD6Zc3EV6NI1rR9UEJsNUsLi49boA+AP+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3o/wCHln7Ov/ROf2//APxU7/wVN/8AoN6+/wCigD4A/wCHln7Ov/ROf2//APxU7/wVN/8AoN6P+Hln7Ov/AETn9v8A/wDFTv8AwVN/+g3r7/rxC4/aZ/ZxtfjXZfs13Xx8+DNv+0RqVm2oaf8AAmf4m+C4vi/e2a+H73xYZ7X4cPrS+L50PhTTdT8UqItIZn8NabqOvIraTYXd3CAfN/8Aw8s/Z1/6Jz+3/wD+Knf+Cpv/ANBvR/w8s/Z1/wCic/t//wDip3/gqb/9BvX3/RQB8Af8PLP2df8AonP7f/8A4qd/4Km//Qb0f8PLP2df+ic/t/8A/ip3/gqb/wDQb19/0UAfAH/Dyz9nX/onP7f/AP4qd/4Km/8A0G9H/Dyz9nX/AKJz+3//AOKnf+Cpv/0G9fV/xe+N3wa/Z+8HS/EP47/Fj4b/AAY8Bw6jZaO/jL4p+NvDfgHwx/bGpmUaZo6a54p1LS9Ol1fU2hmTTdLiuHv794pI7S3mdWUdn4X8UeGfHHhnw7418FeItC8YeDfGGhaR4o8JeLfC+r6f4g8M+KPDPiDT7fVtB8ReHde0m4u9K1vQtb0q7tNT0jV9Mu7rT9S0+6t7yzuJraaORgD4d/4eWfs6/wDROf2//wDxU7/wVN/+g3o/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Devv+igD4A/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Dej/h5Z+zr/ANE5/b//APFTv/BU3/6Devv+igD4A/4eWfs6/wDROf2//wDxU7/wVN/+g3o/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6DevpL4RftL/ALOn7QOoeN9J+BHx6+DXxp1T4Z6hY6T8RNP+FHxN8GfEK98Dalqc2r2+m2Xi228J61q03h+41C68P+IbOyj1RLU3V94f16yg33ei6nDa+20AfAH/AA8s/Z1/6Jz+3/8A+Knf+Cpv/wBBvR/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9ff9FAHwB/w8s/Z1/6Jz+3/AP8Aip3/AIKm/wD0G9H/AA8s/Z1/6Jz+3/8A+Knf+Cpv/wBBvX3/AF4l8a/2l/2dP2bNP0DVv2iPj18GvgRpfivULjSfDGofGL4m+DPhrZeItSs4o7i+stDufGOtaNDqtxp9rNHealHYvOdOsW+23vkWitMAD5t/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Dej/h5Z+zr/ANE5/b//APFTv/BU3/6Devv+igD4A/4eWfs6/wDROf2//wDxU7/wVN/+g3o/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6Devv+igD4A/4eWfs6/9E5/b/wD/ABU7/wAFTf8A6DevYP2PfEUXjD4IL4vtfD/xA8Maf4t+L/7S/inR9H+KXww+I/wZ8dx6F4i/aV+Les6Dfa78Mvi74V8EfEbwr/bOjXtjrOmWvinwro15e6PqGn6rb28mn39nczfT9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX55/tdfH/wABQeLNY/Yw+LN344+Engb9qP4K6l8MtD/al8D+ItMtIPhn8TvjZN40+Fvg/wAG+Ib17We6+EHjXxrNC8n7OvxH8R2174E8d/FPS7r4YNf6N8RZ/h34Z+Jf6GVxPxB+Gvw++LHhDxX4A+Jngrwx488E+OvDGreC/GXhbxXothreieJvCWvW72useHdZsL+CaC+0jUYHZLqymVoZDtcqJER1AP5xdW/aD/a/+Avgzx58Lvit8dLP9nT9rz9mvwx8LPhT+wj+xN8EfhR8K7/4Ff8ABR2L4f8AgnRotB8ZfD/wrqXwnn+IeueE/wBobxrNefDH4sfC74HePPh9F/wTz+HHhvQvFPjPXPBfhwr8aPHH9OFeJfs+/CTXfgZ8OLP4Yar8VfGvxf0fwxqmq23gLxJ8Sp/7Y+Iej/DyS4EvhTwN4w8by3E2qfEzUfBFk7eHLD4jeJ1PjrxT4esNFuviHqvjDx3H4j8d+KfbaACiiigDxP8AaK+LerfAr4O+LvipoXw/1L4rat4Xl8Miy+HGheIfD/hnxN4zk13xdoPht9A8Ial4rubDw1c+Nr6LWJI/BXh7W9W0HTfFviv+x/Clz4j8Nx60dd0787fEHgz4P+Lv2evEX7d/7D/h/VPjH8ZF+PGhftfXuragnibXvjj8QNV+FGpeIfhz8av2aIdC8bpD4n8DfEbQv2b/ABH+0F+yZ8LPgH4l07wrp/wN+JXiqfRdY8N+FvFieMNTn/Xe5tba9gktby3gu7aZds1vcxRzwSrkNtkhlV43XcAcMpGQDjIFfNOjfsx6J4K/aR139oj4Y+KNV+H4+KGlTWn7Qvwt02ytLv4dfGvxPpul6dpXgb4uahpcjwP4S+NfhHS9Ks/CV/8AEPw8yT/EX4cx6b4M+JWl+Kj4F+Ems/DcA9n+GvxI8C/GL4eeB/ix8MfE2meNPhz8SfCegeOfA3i3RpHl0rxJ4U8UaZbazoOs2LSxwzi31DTby3uUjuIYLmHzDDcwQzpJEnbUgAUBVAVVACqAAAAMAADgADgAcAUtABRRRQB+a/j34l/s+/FL9uTwB8Cf2gvBet6b4q+DHiaPxp+yjrfiDxVJqfwG+LvxhuPhtoXjTV7WXQLKe38PW37VHwK8Ly6r4y+HXw++JFhe6/bfDrXdT+OnwVn1y+8P+Pbr4Q9h+w54mXwJD8Uf2JfEsNvonjP9kXxI2j/D3Q4reWzsNa/Y38d6z4k1X9kDxX4R+0Rxz6t4b8I/DfS7j9mzxLrUxe6ufjD+z38TzOZbGXSNT1X6V+OHwD+Ff7RPw78S/DD4q+GI9Z8OeJ20e8lvdOvb7w74s0DxH4X1GDW/BXjnwX4z0G40/wAUeC/iD8P/ABHaWHij4f8AjnwzqumeJ/BXifTdP17w7qen6nZwXCdD8KfCvi/wR8O/CPhLx78RdR+L3i/w5o1vousfE/W/D+g+GPEPjk6e8sFj4g8TaN4WgsvDEHie908W0niWfw1pWgeHdR146lqmh+GPC2l3tr4e0wA9CooooAK+Zv2p/wBo9P2XfA/hf4h3nw58X/E7QL/4gaV4Y8XaN8O4xrPxD0Lwhc6D4m17xH468HfD23t7jX/izd+BtN8PTeJfEPw68Ex3Hj/VPBGn+KtX8DaL4w8UaHpfgfxN9M1BPa210Ihc28FwIJ4rqETxRzCG5gbfBcRCRWEc8L/PFKmJI2+ZGB5oA/ITxZ4Y+Av7Jnwk/Zu/bc/Zom0nxf8AA3wD4u8V/EX9o3406X4hvfit4q+LH7Lf7WOiaTN8cP2iNd+JU11rt949Ph34i+Gf2c/2mvib4/vtSvbix+AvwA8S+HvBqwaNp3hvwmP19t7iC7ggurWeG5trmGO4trm3kSaC4gmRZIZ4Jo2aOWGWNlkjkjZkdGVlYqQa+Zvg7+zFoXwF+JnxU8SfC7xPqnh74R/F27ufGet/s9Gxs7j4eeEvjNrGsXeqeNvij8Ln3xXngFfiq9/car8VPAOnx3PgfxJ4/jf4paNpXhfx54r+Kus/En6eoAKKKKACvyj+E11+yj/wUl1fxp4j+Lvw31mw+Ovgn4KeKPgV4z+BfxB8XXHiDT/hz8Kfj/p/ivRdX+LvwUh0+5i8GeKPA37T3gWTUND8L/tPeCdNTVvFngjw9qvwn1C88EeLfCfxe+GOkfq5Xy38dP2WvDfxZ174ZfEvwf4gvvg18ePgtq9xe/DL4w+DdMsJtStPDWvanpl78RfhL430Cc22m/EH4LfFi10u1tfH3w91qaGE6xY+HPiL4P1Twh8WPAvgLx74YAOe/Yf+M3ir4qfBaLwn8XL6KX9pj9nnWX/Z+/alsVsjpRk+NHgLSNIN94/0vSWht2s/Afx48J6n4V/aB+E7mFGufhb8UvB73cVnqq6lptj9i0gABJAALHLEAAscBcn1O1VXJ5wAOgFLQAUUUUAfnD+2n8cvBF3qni79h/4o3/i74O+Dv2s/gH4g+Evhz9qzwtq2nzaX8Lvip8d4/HPwm8FeEvFqK1rf/C/xV4xuVab9n7x3r048D/ET4m6Ve/Cka34d+I918OtA+JH5R/FPXv2gPgV8VfjVr3iT4/8Ahj4T/tofs8fDX4YfAr/gnP8Asqfs3/ss+F/APwF/bn+Fy+B/AXxG03wXoPw38dL8cPiz4u8IeKvjtL4q/Z++KOm/B74/eA7P9jD4ZfDfQfi34luvhZ4a8SyfFbxt/SJ8Qfhr8Pvix4Q8V+APiZ4K8MePPBPjrwxq3gvxl4W8V6LYa3onibwlr1u9rrHh3WbC/gmgvtI1GB2S6splaGQ7XKiREdeI/Z9+Emu/Az4cWfww1X4q+Nfi/o/hjVNVtvAXiT4lT/2x8Q9H+HklwJfCngbxh43luJtU+Jmo+CLJ28OWHxG8TqfHXinw9YaLdfEPVfGHjuPxH478UgHttFFFABXif7RXxb1b4FfB3xd8VNC+H+pfFbVvC8vhkWXw40LxD4f8M+JvGcmu+LtB8NvoHhDUvFdzYeGrnxtfRaxJH4K8Pa3q2g6b4t8V/wBj+FLnxH4bj1o67p3tlQXNrbXsElreW8F3bTLtmt7mKOeCVchtskMqvG67gDhlIyAcZAoA/nP/AGktHsvij4f8W/tB/Df9oPwrp/7Bf/BRL9oD4P6X+2F8X0/Z/nvv2jv2RfBXwa+C174AuNC1Txz8RdZ1zwx8HPhz4a+O3wM8FfDr4l6D8Z/2brrV/wBj34k/Hn9pH4neM9S8D3kWreLPhh+oX/BPj4mfED4m/DX4rXfiX4ma/wDHv4aeFfjv4n8Jfs1/tJ+K/B+g+DPEv7Q/wLt/BPw71+D4g6jB4R8O+CfBXizT9A+KviH4q/CLwd8UvA/gLwd4N+L/AIC+GPhX4oeHbTxLpvi2Hx/4w9Y0b9mPRPBX7SOu/tEfDHxRqvw/HxQ0qa0/aF+Fum2Vpd/Dr41+J9N0vTtK8DfFzUNLkeB/CXxr8I6XpVn4Sv8A4h+HmSf4i/DmPTfBnxK0vxUfAvwk1n4b/TtABRRRQAV+U/7WPxI8K/tJeMPiX/wTr8WXNl8GfF/iXxH8GPE/wH+J3jzQbX4qfAT9oDxX8KNZ+G37Tfif9n3xz4U0/wAReCZ77WrvSPCRsfi7+zZ4g8VeFfEPxi/Zg8SeJfGPw18T6xpdj8Tk+F36sV458cPgH8K/2ifh34l+GHxV8MR6z4c8Tto95Le6de33h3xZoHiPwvqMGt+CvHPgvxnoNxp/ijwX8Qfh/wCI7Sw8UfD/AMc+GdV0zxP4K8T6bp+veHdT0/U7OC4QA/CL4bfEf45+Ff2ndZ8Z65+0Nqjft9fE79tjwf8ABb4v/sD+Evgb4S8P/CLxb+xf8Pfivc/CnSf2h7HR9T8O+Jvj3pHgXS/2UNT1H9rTQf2p9T/aO1P4ZXXxpuY/2W7x9Q160s/2etP/AKQK8++FPhbxh4I+HXhDwh4++I+pfF7xb4b0eDRtX+J2t6BoXhjxB44aweSCz8Q+JdF8LQWXhe38UX+nJaP4muPDWlaB4e1LXhqOqaH4Y8L6XeWvh7TPQaACiiigD5m/an/aPT9l3wP4X+Id58OfF/xO0C/+IGleGPF2jfDuMaz8Q9C8IXOg+Jte8R+OvB3w9t7e41/4s3fgbTfD03iXxD8OvBMdx4/1TwRp/irV/A2i+MPFGh6X4H8Tfid8WfAVj4Q8Q/B248UftofD/wCG3/BOL9oH47/tFf8ABQjw9+2/8Jvhp8P7Lxvpnx58TeL/AAt8Vv2d/APxT/am+KmqfHD4Ex+B9e0H4mfETT/gz8U7v4SeA59b8B/s6/Ar9mSy8Xvfa7YeHfiv/SHPa210Ihc28FwIJ4rqETxRzCG5gbfBcRCRWEc8L/PFKmJI2+ZGB5r5p+Dn7MeifAP4m/FLxL8LPFGq+HfhJ8W7y48aa1+z4LK0n+HvhD4z6vrN1qnjX4p/C2QPFe+AB8VHvrjVfin4B05LnwR4j8fxv8UtG0rwv488V/FXWfiSAY37C/j34tfEz9lz4ceMvjXNq+peNr+/+I+nWHizxH8Prr4S+KfiZ8M/DXxU8beGPgj8ZfF/wuvLPSrj4deMvjZ8FtG8AfFvxf4Jbw94QTwx4l8aaro0PgXwJDZx+DtD+tqKKACiiigD8a9B+Mfin9sjx/8ACD49fAbwD8J7T9qv9kWw+JHhrx9+yj+094513wpoP/Cv/wBpTT/Dlv4f+P8A8G/jh8O/h38Wn/sjxTY/CxG+B37Qvhj4ReOvDXjr4ZeIvj/8CPEek/DX4mXvxAsfhhxn/BL60X4RfHL40fs+fDL47+Dv2i/h5qFr8Xvjz+0lpHwfvzr/AOz7+xR+2l8Q/wBpDxZ4h8Vfs4fBnxL9s1KLStD8Zab4y8WR6r8BfP0XxB8H7/8AZ+T4yeOfBPhPxL+148N9+kfx0/Za8N/FnXvhl8S/B/iC++DXx4+C2r3F78MvjD4N0ywm1K08Na9qemXvxF+EvjfQJzbab8Qfgt8WLXS7W18ffD3WpoYTrFj4c+Ivg/VPCHxY8C+AvHvhj6koAKKKKACvzr/bF+PHgBvEPiH9if4uP4n+F/gT9qv4G6x8K9F/ab8PavYyaH8PfiZ8cm8bfCnwh4F8aLG1tqPwt8SeO5Y5B8AvHmuzf8IR8Q/iVp1/8Kl1rw78SLr4deH/AIkfopXE/EH4a/D74seEPFfgD4meCvDHjzwT468Mat4L8ZeFvFei2Gt6J4m8Ja9bva6x4d1mwv4JoL7SNRgdkurKZWhkO1yokRHUA/nv/aX8P/Gb4L/Ej9mv44fEnxt+yd+zx+1r+zp8HtT+Bn7Cv7Lf7G/jHxZrWu/t+nxF8QvghD8Q/g5rfwY8X+Bfh5qvg79n3WfDngTw14L0H4Z6Na/HzwV+xlc/Eq7/AGn/ABX8aZB8CvD/AIjb+kavEv2ffhJrvwM+HFn8MNV+KvjX4v6P4Y1TVbbwF4k+JU/9sfEPR/h5JcCXwp4G8YeN5bibVPiZqPgiydvDlh8RvE6nx14p8PWGi3XxD1Xxh47j8R+O/FPttABRRRQBw/xO8XXPw/8Ahr8Q/Hllp2m6veeCfA3izxdaaTrPiGDwlo+qXPhvQNQ1mDTtV8V3VlqVr4Z029lsktr7xDc6dqEGi2ssupTWV1HbNBJ+UGn+KvHn7THjPxJ+19+yj4E/Z98SeM9Y+Ax/Y8/aW/Z+/bl1fxh8K/H37K3iXwhr/iP4l3GjavL4F+H/AMaorq112L4n/a/jB8Lm0zQ/An7SvgHRP2efit8OPj/B8PdG8M6145/ZSSNJUeKVEkikRo5I5FDpIjgq6OjAqyMpKsrAhgSCCDXzD4w/Ze8Pal8evh9+0n8OfEeo/CT4peGtP0/wL8Rrjwzp1jceGvj38E7FtTmsfhP8WfDUzW1prKeCtV1a88UfB3x1aS2fjX4S+IbrXbPw9qk/gHx/8UvAXjwA+Ff+CPH9g+Bvhb4z/Zt+C37Qt1+2J+yN+zl4e+Bvg34B/tQLqFp4g8Marr9z8PHtvjD8DPh7450/VfEWkfEr4ffCPXtC8P8AjLwv4g8N+KPEnhb4YWvxrf8AZN0XUoB+zNdaTpn7F0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmXjT4seG/Adp8QL3XNJ8e3MHw58BR/EPVF8N/Dfx14tuvEelvZeONRfw98N7HwzoGq33xQ+IdtZeANaubv4bfD+38ReObaO/8KmbQVPi/wANjU+J/aj+Inxm+FHwW8ReP/gD8HV/aB+J2gaz4FXSfg0mvDwpqPj7SdY8d+G9B8V6VoPim4tbzRvDniK08L6pq+s6Hq/ixLPwPa6jpkH/AAm+veFPCj6v4s0T8bfEfxUT9qjxX4c+Iv7RPja40T9k39oW0+AHhP8AZS+LXwUh1zwn4/8A+CX/APwUi+GmqfEHwT468DfFjXfH/hjTfGvgz41eOfid4/k+EfhTx98Rfhp4B8A+Jbzw9ffsY/tG/AfQbr4laf4b/aJAOXsPjZ8Rv2wPGfwM/aM+K3xC+In7G3wt/aw+DvwYuf8AgmD8cPgH+0r8QPHfwV8DfHDxH4r8c+NLHwN+2h8KYtF+Enwi1j41/tCeFvEvwf8Ah/a/Br4waP8AGr4P67rnw58e/Af4TfG3wP8AHfxj4Mb4o/vf8GtQ+Lmp/DLwndfHnw34J8KfF9LO6sfHmk/DfxBqnifwBNrOl6ne6Z/b3gzVdc0vR9dXw14ss7O18VaPpGvWC674cstZh8O61c6hqelXWoXXzL+xv+y14t+BmnfEDXvibq/hg+OPir4nbxT8SfAnwokubX9mzW/iloni7xLcXn7T3w7+GHijQH8QfBD4n/tF6bJ4S+IXxz+Gfh/xr4q+HOi/Fawv/EOian4t8e6t4++MHxN+6KACiiigDA8SeIrTwxYWuo3lhr+oxXev+F/Dsdv4b8Pa14nv47vxb4l0nwvY391p+g2V/eWmgaXeaxBqXijxDcwxaL4U8NWmreJ/EN7p2haRqN/bfj5+2p+1R8YPi54++Nv7G37Lfwx8V+Mbr4GeCv2Zvjb+1BfeGPi346/Z5/aB8e/AD4lfFRde8SeDf2E7iHwXpOnfGTxJ44+Enwt+Knw7134leHfj18D9F8E+NfFmg+DPBnxe034q2mvXHw9wvix+1l+3F8QfEfxF/Z98G/DLwr8Dfj98IfjZ4c+Mfw18D6p4hv113/gpB+xb8FPj3q0Xxo8Pfs3+I/HGi+DvAvwo+IXiPwRo/gXwtr0XjPX/AB3/AGXq3jv+z/FNh8Mfgv8AFn4L/tS63J+zb+yT8Nvif4l+Dnxn/Zi8f6h4d/ZN8G6r4m8c/ArSrI6z8Nv2jv2HvippXj7Q/D/x+/Yz8L+HfFPgvW7Y/sm/FpvD3ivwN8cv2O/jJpeiXP7LfxJ8A2unfCqzs30L4JWH7KwB9SfsIXfihtM+2/Cz4zN+01+wj4+8Oal43/Z5+KHxD8aeOfEH7Rnwf8RWnil9A8a/s1/FW8+JNpc/ELx9p/g/XE1+z0XW/izq2nftA/B/xB4U8Y/Af476Rqnijwppmut+i9QW9rbWkbRWlvBaxPPdXTx28UcMbXN7cy3t7cMkaqrT3d5cT3d1KQZLi5mlnlZ5ZHdp6ACiivgv9sr9rT4k/sl+JfhD4p/4UzbeOP2ZdY/4SBv2l/jY2ueJNIh/ZW8L6Z4o+G2m2/xg8YWOi+CvGSeIfhtYaH4o8WX3itLf+x77wougW3jXxPqPh/4LaJ8Xvip8JwDS/a0/ba8OfszfBWw+JVt4O8Qa74m8ZfHHwT+zb4A0Dxpovjz4d+ELL4o/Ez4vXXwR8EeKPjT45XwF4quPgt+z9feMrSXUG+OWveFtQ8M694am0Kb4eW/jjX/G3gLw/wCKPzr+C8H7UOmfGf4jTHx14t8Jf8FHfB/jv4m/FT4s/smfFv8AaI+KPxA/Y9/a8/Y48afFa8f4e6n+yhqPiiwtfCfw7t/gV4H1fwF8JtJ+Kfwt+Cvwy8X+CPjBoT+GP2u/hdrfh347eAPix4v5PSPhN8V/i3rHir4XfGXxL8LNb/4KR6L4S+NWr+HvGfi/ww6/sTf8FUv+CfHxC+KnibxPZfBPxV4XgTx0b74H+ANB+LWh/CvU/DF/L8SPjZ+xL8RNZ0n4haPdfGT4KfHHUYP2pf24+AfwX0/4EfDHwl8NLPxX468d2Xgm31zS/Cut/FDxOvj/AMa+HPB+q63LqujfDtfiBe6Ppfijxb4c8CaUmi+DPD3iHxxNrvxC8QeHvCugal8RPFfjDxgNS8R34B7VRRRQAVzWoeK9N0zxJpPhm8ttbS51nRNb1y31ZNA1ibwtbR6Jq/hTRG0rU/FkVk/h7S/Eus33jDTf+EW8MX+owa94qtrHxHeeH9P1C28M65LY79wLg284tXhjujDKLZ7iN5bdLgowheeKOWGSWFZNpljjmid0DKssbEMP5pfFv7W/xU+PXie+s/8AgoZ8GdI+En7LfgX4NS+Cv2zP2VdD1bxtefFT4C6x4/8AEXwu+IfwD/4Kd3fjWXQfAni+9/Zl8PeIfh54x8P+D/iV8GrTSfiN+xR420e7+KvxT8T6V438E/GjQf2QgDqPiT+1hc/thTeCP2hvihN8a/2b/wDgmhoHjP8Aad+BCfG/4JftH/G/4EfHv4GftE+Evid4V+EvgP48/txfCHT/AAT8KNa+BHw08BeJvh18YdDsdC+JXiT41/DXwSnxX+Hvj79r34O+DvCNl4h174Tft7+zlB+0Ppnw+l8M/tN3ngbxL8RvB/iHUvDFn8T/AIfLNpWjfGfwdYW+nzeGPipqngaa1jX4X+MvENrdy2Pjn4e6fqPiHw9ovi7SNYvPCOu3fhLVNDgtfl/9k/8AY78a/Cn4ifEX4n/E74nR/EHXfFelyfDzVfGPhi70qw0r9sH4a6dongyL4R/Gn9rP4Xp4ItfBdp+1n8MvDdnr3wV1b4qfBvWNG0L42/Du00bX/Guh6dotp8MPhB8C/wBG6ACiiigDA8VeIrTwh4Y8ReK7+w1/VLLwzoeq6/eaZ4V8Pa14u8T6jbaRYz6hPY+HfCvhyy1LxB4l1y7it2g0rQdD06+1bVr6SCw060uLueKJ/jr9rr9r/U/gF4k/Zw+Efwz8FeH/AB98bf2sfij4m+FXwgPxH8ReNPhp8AdO17wH4I8T/Ejxha/Ez45+FPhf8WLHwd4mvPDPg3XtL+Gnw+j8Nap41+J3jSKTStB0mLQPDvjzxT4Q89/am/a3+NfwN+OejfCmTwJ4O8AfAr4teBdE8L+C/wBuLxyfFWufDT4HftL+P/8AhaPhn4aeBvi78O9M0/RrPxRo/jHx1onwz07wxen4t/Crw1e6n4on+H3izx74K+IHjL4EaJ8YfgP9k79m7XvH0PiP9l74vWujvr82i+F7L/gqN+yt8Ste8QaNZ6r8bbnSdT17wJ/wVO/YJ+IngXQtIvNAvf2jfjF4Ak+IF1q/gu3+HVlcfFWDWfil/anwB/bU+Bnxt8P/ABVAPTf2C7L47eH9W8KJ4V+JnxN8Q/Hn4fz/AA9+GH/BVP8AZE/av+Nvj/4gavpPxA8RQXjf8Nofsu+KfF+o+MLLwr4G+IWp2vifxt8OvDfwvsPCn7MXxs+E1rqngbw54O+A/wAffgp4x+H2hfurXD/DrwXP4D8GeEvDGp+L/FHxJ17w34S8OeFNW+Jvj5fDL/ELx6fDlk1rH4h8a3nhDw34R8O3Wu6lcTX2q6idE8NaFo41PU9Rn0/SLCO6eGu4oAKKK+fP2o/iJ8ZvhR8FvEXj/wCAPwdX9oH4naBrPgVdJ+DSa8PCmo+PtJ1jx34b0HxXpWg+Kbi1vNG8OeIrTwvqmr6zoer+LEs/A9rqOmQf8Jvr3hTwo+r+LNEAO28afFjw34DtPiBe65pPj25g+HPgKP4h6ovhv4b+OvFt14j0t7LxxqL+HvhvY+GdA1W++KHxDtrLwBrVzd/Db4f2/iLxzbR3/hUzaCp8X+Gxqf4H2Hxs+I37YHjP4GftGfFb4hfET9jb4W/tYfB34MXP/BMH44fAP9pX4geO/gr4G+OHiPxX458aWPgb9tD4UxaL8JPhFrHxr/aE8LeJfg/8P7X4NfGDR/jV8H9d1z4c+PfgP8Jvjb4H+O/jHwY3xR6jxH8VE/ao8V+HPiL+0T42uNE/ZN/aFtPgB4T/AGUvi18FIdc8J+P/APgl/wD8FIvhpqnxB8E+OvA3xY13x/4Y03xr4M+NXjn4neP5PhH4U8ffEX4aeAfAPiW88PX37GP7RvwH0G6+JWn+G/2if0t/Y3/Za8W/AzTviBr3xN1fwwfHHxV8Tt4p+JPgT4USXNr+zZrfxS0Txd4luLz9p74d/DDxRoD+IPgh8T/2i9Nk8JfEL45/DPw/418VfDnRfitYX/iHRNT8W+PdW8ffGD4mgH018GtQ+Lmp/DLwndfHnw34J8KfF9LO6sfHmk/DfxBqnifwBNrOl6ne6Z/b3gzVdc0vR9dXw14ss7O18VaPpGvWC674cstZh8O61c6hqelXWoXXp1FFABWB4k8RWnhiwtdRvLDX9Riu9f8AC/h2O38N+Hta8T38d34t8S6T4Xsb+60/QbK/vLTQNLvNYg1LxR4huYYtF8KeGrTVvE/iG907QtI1G/tt+vxA+LH7WX7cXxB8R/EX9n3wb8MvCvwN+P3wh+Nnhz4x/DXwPqniG/XXf+CkH7FvwU+PerRfGjw9+zf4j8caL4O8C/Cj4heI/BGj+BfC2vReM9f8d/2Xq3jv+z/FNh8Mfgv8Wfgv+1LrYBu/tqftUfGD4uePvjb+xt+y38MfFfjG6+Bngr9mb42/tQX3hj4t+Ov2ef2gfHvwA+JXxUXXvEng39hO4h8F6Tp3xk8SeOPhJ8Lfip8O9d+JXh349fA/RfBPjXxZoPgzwZ8XtN+Ktpr1x8Pfov8AYQu/FDaZ9t+Fnxmb9pr9hHx94c1Lxv8As8/FD4h+NPHPiD9oz4P+IrTxS+geNf2a/irefEm0ufiF4+0/wfria/Z6LrfxZ1bTv2gfg/4g8KeMfgP8d9I1TxR4U0zXW+W/2bf2Sfht8T/Evwc+M/7MXj/UPDv7Jvg3VfE3jn4FaVZHWfht+0d+w98VNK8faH4f+P37Gfhfw74p8F63bH9k34tN4e8V+Bvjl+x38ZNL0S5/Zb+JPgG1074VWdm+hfBKw/ZW/bS3tba0jaK0t4LWJ57q6eO3ijhja5vbmW9vbhkjVVae7vLie7upSDJcXM0s8rPLI7sAT0UUUAFfDv7Wn7bXhz9mb4K2HxKtvB3iDXfE3jL44+Cf2bfAGgeNNF8efDvwhZfFH4mfF66+CPgjxR8afHK+AvFVx8Fv2fr7xlaS6g3xy17wtqHhnXvDU2hTfDy38ca/428BeH/FGb+2V+1p8Sf2S/Evwh8U/wDCmbbxx+zLrH/CQN+0v8bG1zxJpEP7K3hfTPFHw2023+MHjCx0XwV4yTxD8NrDQ/FHiy+8Vpb/ANj33hRdAtvGvifUfD/wW0T4vfFT4T/mjpHwm+K/xb1jxV8LvjL4l+Fmt/8ABSPRfCXxq1fw94z8X+GHX9ib/gql/wAE+PiF8VPE3iey+CfirwvAnjo33wP8AaD8WtD+Fep+GL+X4kfGz9iX4iazpPxC0e6+MnwU+OOowftSgHWfBeD9qHTPjP8AEaY+OvFvhL/go74P8d/E34qfFn9kz4t/tEfFH4gfse/tefsceNPiteP8PdT/AGUNR8UWFr4T+Hdv8CvA+r+AvhNpPxT+FvwV+GXi/wAEfGDQn8Mftd/C7W/Dvx28AfFjxf8AvtXivwD+C+n/AAI+GPhL4aWfivx147svBNvrml+Fdb+KHidfH/jXw54P1XW5dV0b4dr8QL3R9L8UeLfDngTSk0XwZ4e8Q+OJtd+IXiDw94V0DUviJ4r8YeMBqXiO/wDaqACiiobgXBt5xavDHdGGUWz3Eby26XBRhC88UcsMksKybTLHHNE7oGVZY2IYAGBqHivTdM8SaT4ZvLbW0udZ0TW9ct9WTQNYm8LW0eiav4U0RtK1PxZFZP4e0vxLrN94w03/AIRbwxf6jBr3iq2sfEd54f0/ULbwzrktj/PZ8Sf2sLn9sKbwR+0N8UJvjX+zf/wTQ0Dxn+078CE+N/wS/aP+N/wI+PfwM/aJ8JfE7wr8JfAfx5/bi+EOn+CfhRrXwI+GngLxN8OvjDodjoXxK8SfGv4a+CU+K/w98ffte/B3wd4RsvEOvfCZ3xZ+P/7Qf7ZXw48L+Fvjx+zuvgmz/Z68aWfjX/goT/wT78G3fjnxR+078S/2efGHwsu4vgp+1V+zF4rTQfh14puNL+FPxuN98cPAvhX4U6PffHWfxV8FtL0jwX8Svh1+2L8INe/Zl1X7x/YV/Z0lttQ1r9pO9+OOjfHDQ/jH4L03RtG+LXw71XRx4S/bh+Cd54X8DXnwN+P/AO1F8OYPBFr4Ii/ap8AeDo9Y+Dmo/Fb4N6voui/Gz4c2+i67440DS9Js/hl8HvgUAfZX7OUH7Q+mfD6Xwz+03eeBvEvxG8H+IdS8MWfxP+HyzaVo3xn8HWFvp83hj4qap4GmtY1+F/jLxDa3ctj45+Hun6j4h8PaL4u0jWLzwjrt34S1TQ4LX3uiigApGYKrMckKCxCqzNgDJ2qoLMfRVBYngAkgUtfmz+1N+1v8a/gb8c9G+FMngTwd4A+BXxa8C6J4X8F/txeOT4q1z4afA79pfx//AMLR8M/DTwN8Xfh3pmn6NZ+KNH8Y+OtE+GeneGL0/Fv4VeGr3U/FE/w+8WePfBXxA8ZfAjRPjCAdJ+0p+2/c/Cx/2U/A3wo+Hi+J/jR+2f40m8F/BzR/jk/xM+A/wt8LappPwq1X42a7o/x1+I1v8I/iPqvwk+Id34C0S+s/Afwf1zwTJ8TfHnjaQ6Hp/hyz0bw7498TeD/iz9guy+O3h/VvCieFfiZ8TfEPx5+H8/w9+GH/AAVT/ZE/av8Ajb4/+IGr6T8QPEUF43/DaH7LvinxfqPjCy8K+BviFqdr4n8bfDrw38L7Dwp+zF8bPhNa6p4G8OeDvgP8ffgp4x+H2heZfDX9m7Xv2h9Mm+HHxFtdH0v9s7wZ4d/Z8+Fv/BVT4CfFHXvEGifD/wDa+8OaBFpXhv4fft+/CD4i/D7QtO1/wx8ZNKf4eXnxR/ZE/a2+FmheH/GUOqfDqT9l34z2fw++Jfwc8Ia5+yx+9Xw68Fz+A/BnhLwxqfi/xR8Sde8N+EvDnhTVvib4+Xwy/wAQvHp8OWTWsfiHxreeEPDfhHw7da7qVxNfarqJ0Tw1oWjjU9T1GfT9IsI7p4aAO4ooooAK8y8afFjw34DtPiBe65pPj25g+HPgKP4h6ovhv4b+OvFt14j0t7LxxqL+HvhvY+GdA1W++KHxDtrLwBrVzd/Db4f2/iLxzbR3/hUzaCp8X+GxqfE/tR/ET4zfCj4LeIvH/wAAfg6v7QPxO0DWfAq6T8Gk14eFNR8faTrHjvw3oPivStB8U3FreaN4c8RWnhfVNX1nQ9X8WJZ+B7XUdMg/4TfXvCnhR9X8WaJ+NviP4qJ+1R4r8OfEX9onxtcaJ+yb+0LafADwn+yl8WvgpDrnhPx//wAEv/8AgpF8NNU+IPgnx14G+LGu+P8AwxpvjXwZ8avHPxO8fyfCPwp4++Ivw08A+AfEt54evv2Mf2jfgPoN18StP8N/tEgHL2Hxs+I37YHjP4GftGfFb4hfET9jb4W/tYfB34MXP/BMH44fAP8AaV+IHjv4K+Bvjh4j8V+OfGlj4G/bQ+FMWi/CT4Rax8a/2hPC3iX4P/D+1+DXxg0f41fB/Xdc+HPj34D/AAm+Nvgf47+MfBjfFH97/g1qHxc1P4ZeE7r48+G/BPhT4vpZ3Vj480n4b+INU8T+AJtZ0vU73TP7e8Garrml6Prq+GvFlnZ2virR9I16wXXfDllrMPh3WrnUNT0q61C6+Zf2N/2WvFvwM074ga98TdX8MHxx8VfE7eKfiT4E+FElza/s2a38UtE8XeJbi8/ae+Hfww8UaA/iD4IfE/8AaL02Twl8Qvjn8M/D/jXxV8OdF+K1hf8AiHRNT8W+PdW8ffGD4m/dFABRRRQBgeJPEVp4YsLXUbyw1/UYrvX/AAv4djt/Dfh7WvE9/Hd+LfEuk+F7G/utP0Gyv7y00DS7zWINS8UeIbmGLRfCnhq01bxP4hvdO0LSNRv7b8fP21P2qPjB8XPH3xt/Y2/Zb+GPivxjdfAzwV+zN8bf2oL7wx8W/HX7PP7QPj34AfEr4qLr3iTwb+wncQ+C9J074yeJPHHwk+FvxU+Heu/Erw78evgfovgnxr4s0HwZ4M+L2m/FW0164+HuF8WP2sv24viD4j+Iv7Pvg34ZeFfgb8fvhD8bPDnxj+GvgfVPEN+uu/8ABSD9i34KfHvVovjR4e/Zv8R+ONF8HeBfhR8QvEfgjR/AvhbXovGev+O/7L1bx3/Z/imw+GPwX+LPwX/al1uT9m39kn4bfE/xL8HPjP8AsxeP9Q8O/sm+DdV8TeOfgVpVkdZ+G37R37D3xU0rx9ofh/4/fsZ+F/DvinwXrdsf2Tfi03h7xX4G+OX7Hfxk0vRLn9lv4k+AbXTvhVZ2b6F8ErD9lYA+pP2ELvxQ2mfbfhZ8Zm/aa/YR8feHNS8b/s8/FD4h+NPHPiD9oz4P+IrTxS+geNf2a/irefEm0ufiF4+0/wAH64mv2ei638WdW079oH4P+IPCnjH4D/HfSNU8UeFNM11v0XqC3tba0jaK0t4LWJ57q6eO3ijhja5vbmW9vbhkjVVae7vLie7upSDJcXM0s8rPLI7tPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfkR/wAFavj+PBXgb4bfs1tL4p8DH9p7V7Ar8aJ/FfjD4WfBPTbP4T/G39nrV/Ff7Ovxs+Pfw7stX8cfs86X+2J4A8U+L/gN4d+Mui6NqJ8F32vX2qPBI8EYX9d6+JP29/2fPHv7QfwY0Ox+D+k/B/WvjT8O/iX4V8a/DjT/ANoLTtX174H6lp/iC01v4M/HPw18U/C2iw3N14u8IeO/2Xfix8dPh/eeHZLWeO6u/FVldxfZb+xsr+0AK37BPwN+KXwG+G3xJ0D4j6L4V+HmieK/jPrvjf4PfADwJ8TvFvxj8D/s2fCq88EfD3w7bfCXwh8QfGfhLwJqd7oF/wCPPDPj74t2XhTSvCOieC/hUPik/wAI/h7bS+BPAnh26uPc9C/Zr+Bnhj46eMf2lfDvw40TRPjb8QfC9p4R8beN9Ml1Ozk8T6XZv4e23ur6DBfp4Xu/FV3Z+DfA2iav46fRP+E21zwx8Pvh14T1nxDf+Gvh94M0nQ/F/wBg39kjxd+xV8G7j4KeIP2jfiV+0noVjrWnan4L8S/FyfWtS8aeENJ/4QrwnoereBrXWNV8X+JLU/D/AE3xNoes6n8NPC+kab4ft/AXg/V9O8HahN4z1rSdS8e+JftmgAooooA8m+Ofxi8O/s//AAq8XfGLxfovjTX/AAr4GttO1LxHYfDzwtqHjjxfDol1rWm6VqesaV4P0YSa/wCJU8O2eoS+INU0bwzZav4qv9I0u/t/C3h/xF4hfTdC1H8nNb/Zq+N/x1/at0f9rL4M+LPhh8QfhV8S/jB+yx8cvgh+1/oX7UnxQTXfhL+yX4M8I/CaT4t/svfDj4B+GPA+s/CL4nfDn9p6Xwx8U9V1nxNJ8S9C0LxHJ+0Npvj3xVo2qeMf2ZvgzJe/tD4h8N6D4s0t9F8SaVZa1pUl5pWomxv4VmhXUdC1Wy13RNQiBw0F/o+t6bp+r6XewtHc6fqdjaX1pLFc28MqfKPwy/Zk1/4A/HjxH4n+B/ibR9C/Zt+Ltx4q8X/Ff9njVrW9/sjwV8bNZuzrVx8Yv2fbqyD2vgqL4n6rcapP8dfhXc2qeCvFfjK/g+NHhSbwd8Q774tD41AHrPx8/Zs+Bv7UPg/T/Afx6+HWi/EXwzo/iKw8WaLbalNqem6loXiGxtr7TG1LQfEXh+/0nxHob6v4e1fX/BnimDSdWs7Xxj8P/FPjD4eeK4NZ8D+L/E/h/Vvb1VVGFUKCWYhQANzMWZsDuzEsx6liSckk0tFABR060UhAYFWAZWBDKQCCCMEEHggjgg8EUAfgl+0z+0pqP7c1n+yr4L+F37PPxW1j4DfFn47ah4u+Huo/HDxhp3wS/Zg/4KR/D7wT8FvjVrcHwos/GHwr134u/G3wf4Q1+G2sP2s/htZftBfs9+DPhF+018P/ANny/wDCV7e3nhP4i6BL4g/Ub9jD4T/FD4Nfs0+A/hl8a9dt/EnjfR774jXVxaxeO/F/xZsfBvg3xX8TfGniv4bfB61+KfxE0zR/HfxW074JfDLXvCXwas/iZ430bSvFXxEsvA0Pi/xFpdhqutXdpFzX7Rz+IfgJ8FfhNpP7NH7Ll38XLn4feNPhv4I+F3wc+GNz4H+HPhr4faLp2iaj4T8ITXN/rJtdJ+Hfwg8Nwro/gzxdrXhTQPEuq+Afh7rOpa3ofgTxNaaHNoNz7t8D9B+Lnhr4X+GNM+PHj7QfiX8XX/trV/HPirwn4Vh8F+Dl1bxF4h1bxDH4W8EeHFmu7+z8DeALDVLPwF4KufEmpa1411fwr4a0jWPHfiDxD4z1DXtb1AAx/gN+zd8D/wBmDwnq3gX4CfDzR/hn4N1nxVqvjK58M6DPqkmjWesatZaTpRtdBsdT1C/h8MeF9G0Hw/4e8LeD/A/htdK8FeBfB/h3w94O8F+H9A8L6FpOk2ft9FFABXxb+0V+2hpfwM8YX3w38JfAn48ftJ/ETw58K5vjj8RfCfwHsvhSl18LPhA+peIdE0Lxp4y1v40/FX4P+EftfjnW/B3jjSPhv4H8P+IPEHj/AMcXngPxvc6P4Wk0Twl4h1fTvtKvJ/H/AMFfhL8RNM+Jtt42+GXhjxfH8XPhzp3wp+KcFxpOnrqPxP8AhfoMvjW80j4XeL9ReSwm8R+B4ZviN8Q4bfwlr2ov4ZMXj/xnaXVqLDxVr6XoB+Tf/BLv9mv43/D/AMT+Evi5rvij4aax4Cuv2efEPgH4tfFj4bftQfFb9oSb9v79om68e+Bb2D9rv4g+FPHngbwtoHwX8b+Frbwd8VNCufDujeIPHPiCztfjAPgff6va/D39mr4U28v6l/FX9mv4GfG3xf8ACfx/8Ufhxonivxt8DvFCeLvhb4qnl1PTdc8L6ot9o+ryWX9o6Lf6bca14VvPEHhrwj4q1LwL4hfVvBOqeMvA3w/8Zaj4euvFPgDwbq+h/I/7BnwA1L4WePv2jviXoH7Mdh+w38GPjBD8HLbwR+yXYX/wqW50rx38O9M8c6f8Tf2gPFfhH9n7xZ45+APgLxj8YdN8Q/Dn4fTaF8N/GXjG41fwX8APAvjTxp4jt/FPim98E+Cf0poAKKKKAEYlVZgrOQpIRdoZiBkKpdkQMx4G5lXJ+ZgMkfzTeJbz4of8FY7u9+PX7M+mJ4W8Uw/AD4ffCTQvBHx2+PPxf/Z0+PP/AASj/aq/4Sb4g+Ntf/aOs/gt4F8B+MdB+MXijx54N8Y/Cy40KTU9c8Gad4/8E/Ba6+Ec3imf4UfHn4xafof9LVfiXF/wTF+Ndx+2Xr/x58NfHbSfgF8M/hf8ZdQ+JPwA0r4TWvjF/Hnxg8M/Gr4geCv2gv2mPhD+2NqVp4p8Gn4ifBCT4+ah+0H4t+CPw2sdcey8FeJvjbqfia/muvC3h+T4aeMQD9kPGPg7wj8RPCXibwD4/wDC/h7xv4G8a6Bq3hXxj4N8XaNp3iPwt4r8Ma/YT6Xrvh3xH4f1e2vNK1vQ9Z026udP1XStStLmx1CyuJrW6glgldG5X4OfBz4dfAL4c+G/hP8ACjQZ/DfgXwnFqUejabea94k8V6l5us63qfiTWb/V/FPjHV/EHizxHrGs+Ida1fW9X1vxHrmq6xqmq6le31/fXFzcSyN6dRQAUUUUAfDP7V/xk07V38c/sQ+Evihrf7Pn7TX7Sn7N3xatP2XPjLqmlXdr4OT4p3/hHxro+nQeD/FtnO0dx8WfhjJYW/xWb4fynS/FOveB9K1fxV4Ej8R2Xgn4gz+DfNv+CfX7NHxd/Z/1z406l4v8A+CvgF8LvGeh/BzSfAH7N/w+/aQ+Kv7Ufh3w9478DwfENfi58dLj4ifFjwB8ONX03xT8dk8T/D/TfFug6doV2fEmtfCef41+Ndc1P4rfGH4gmH64+N/7NPwW/aJ8LeKPCvxU8F2usw+KtH8P6Vc+INNvNQ8OeNtFuPBfiCfxh8PfEvhDxtoF1p3ibwh42+GXjS4l8a/DPxr4d1PTvE3gDxezeIvCup6XqkktzJa/Z98L/GrwR8OLPwb8ePiLonxf8YeF9U1XRdI+K2naHF4W174heB7S4H/CHeI/iR4Z061tPDOkfFR9IeLTviFL4HgsfAviTxHp954x8KeG/AWkeI7f4d+EQCPQv2a/gZ4Y+OnjH9pXw78ONE0T42/EHwvaeEfG3jfTJdTs5PE+l2b+Htt7q+gwX6eF7vxVd2fg3wNomr+On0T/AITbXPDHw++HXhPWfEN/4a+H3gzSdD9xoooAK8A/aJ/aI8Nfs6eF/Cmrap4T8d/Erxl8SvH2kfCn4Q/CL4W6ZouqfEf4sfEnWtI1/wATQ+FPCkfinxB4Q8GaZ/ZXgzwh4z8feKvE/jnxj4Q8E+DfAfgvxX4t8U+JdJ0bRLu5X3+ud1vwh4U8San4Q1vxD4a0LXNY+H3iC68WeBNV1bSrHUNR8G+KL7wp4m8CXviLwveXcEtxoWt3fgnxp4v8I3OqaZJbXs/hvxR4g0WSZtO1e/t5wD8DPBHw4/aJ/au/a9+Ivx68M+BtV+FniPwB+2D8ALLxB4u+Mv7QHjnwr8f/ANjL4XfCD4f/AAG8TfGr9ijTP2efhhpPxM/Zt+L3w/8A2rPCVz4g+Jf/AAn3g74/33gTxfoP7Wfhbxz4ygn+Kf7Lvw30Sz/aX4+fs2fA39qHwfp/gP49fDrRfiL4Z0fxFYeLNFttSm1PTdS0LxDY219pjaloPiLw/f6T4j0N9X8Pavr/AIM8UwaTq1na+Mfh/wCKfGHw88Vwaz4H8X+J/D+rfNniDUv2p/E/7WmvfDb4V/D25+C/wa0nxD8IPiT8Xv2mvFNl4P1+z+LPhfQ9P0+6k+DnwM8LR32qXk3jHx7daVe/Dv4yfELx/pejv8J/hj4fiPw507XvHHxG8E+N/hd+gdACKqqMKoUEsxCgAbmYszYHdmJZj1LEk5JJpaKKACvwW/ac/aRuP24NK/Zy8LfDn4I+Mpv2fvGvxg/4WR4S1P8AaJ+K3g/9nX9mX/gpF8MvD/hnxR4D0P4SeH/FHgbxd8TfjnZaF4y8f/Ev4Z/tEfCfwz8Xf2eND+HX7Ufg/wCDlx4Xu1u/AnxB0bUdd/emvzc/bG/ZP/Z/8RfCfwD4Vtf+CbXw8/bLk8FeBNU+AXwW+Fl1afAnwh8OfgN4F1zw1ZWMElvqXxU8S6BH8GPhfFJ4L8CeHPE3iT9nnwX8QPjHoWjaP4XufCPw18Wx+EtN02yAPe/2MPhP8UPg1+zT4D+GXxr1238SeN9HvviNdXFrF478X/Fmx8G+DfFfxN8aeK/ht8HrX4p/ETTNH8d/FbTvgl8Mte8JfBqz+JnjfRtK8VfESy8DQ+L/ABFpdhqutXdpF3PwG/Zu+B/7MHhPVvAvwE+Hmj/DPwbrPirVfGVz4Z0GfVJNGs9Y1ay0nSja6DY6nqF/D4Y8L6NoPh/w94W8H+B/Da6V4K8C+D/Dvh7wd4L8P6B4X0LSdJs9L9n3wP43+GPwF+CPw2+Jvj29+KnxI+Hvwh+Gvgf4g/E/UZdQm1D4j+N/CfgzRdB8V+Pb+bV7u/1WW98Ya9p9/wCIbqXU7691CSfUZGvbu5uTLM/rtABRRRQB8j/tg/theBv2LvCvwx+IHxP8K/EDV/hz44+Len/DHxp438C+HJ/E9h8E9D1DwH8QPGc3xe+JFhYiXUrP4ZeHpvA8GkeKdcsLS9k0IeILLU57We2tpoZPhT/gmz+yV+0V8F/HXhX4h+PdW+HzeE5/2br7wj8WPif4B/ad+K37QUv/AAUH+O3iXxV8OfFHhv8AbS8Z+GvHPgfwx4Y+E+vWnhnw/wDEMaTbeGPEvxBvNQ8NfHHTvhPD4iPwr/Z4+D7Xf6H/ALX/AMIvE3xw/Zw+KHgLwBNo1l8V4dL0n4gfAvVvElxe2/hvw/8AtD/B/wASaL8XP2efE/iU6ckt1c+GvDHxs8D+A9f8RaasF1Bq+i6df6VeWd7Z3txaTfOf/BPn9iL4i/sa2HxB/wCEp+OD+NNG+LLad4zufgR4e07xJpvwF/Zu+IN/4p8e+JPFfgj9knQNW8WXdj8N/wBnWGz8XaLoPhz4fHwlb66dR8LXfi3UfEq2HiHSfAXgYA+sPin+zZ8DfjX4x+EvxC+J3w60XxT44+BnimPxh8LPFks2p6Xr3hXVkv8AR9Ye0XUtEv8ATLnWfC114h8M+EPFeo+BvEMmreCdT8ZeBfh94y1Hw/deKfAHgzV9D9vVVVVVVCqoCqqgBVUDAVQMAAAAAAYA4FLRQAUUUUAfiL8eFvP+Cktl8J/ib+z94S0D46eAfgw/7QHws+On7HXxt/aD+L37GniT4fftG6/F8KZ/hj8SfHWr/CjwN8TvENh8RfgPomieNLn4cxyaRNYNo3x38J/tRfAXxxqOqeFfhX4k179O/hl8HdT/AOGXPh18Av2mdX0L9o/XIvgN4O+Enx98QeNPDthq/hz4661b/D/TfCPxQ13xT4U1u3vNN1HSPiVqMet6lrGg6ra3Vnc2ms3FjeQTRPIjeNfEv9kE6R47+H/x2/ZP1Hw38EvjZ4B0vw58P9c0ybT7tfhN8d/gHpOsXF5J8Dfi/wCH9GAuBa+E4NV17VvgF8R9Ftp/FnwE8X6hef8ACP2mv/C/xf8AFb4T/Ef7koA8x+Dnwc+HXwC+HPhv4T/CjQZ/DfgXwnFqUejabea94k8V6l5us63qfiTWb/V/FPjHV/EHizxHrGs+Ida1fW9X1vxHrmq6xqmq6le31/fXFzcSyN6dRRQAV+Tf7e/7a1xoPww/bL+D3wg8L/tDWms/Cz4LeKPC/wAYv2x/hV4b8E6l8NP2GvG3xL+Es3iXwj4/8a2+u/Erwh8VvHur/CHwZ4s8HftB+P8Aw3+zt8Pfi/4y8E/DHUPDniHUdJttT8TeFtK1f9ZK8i8beE9A8K+BPjprng34W6Z4i8S+PNH8TeMvFnhbw1pnh3Stb+M/jey+Guk+B9MttcvtQfTNM1rxPrnhHwT4M+HVjrHirUFhg0HQ/DmjXuoW2iaPapagHxZ/wT5/Zp+LnwB1v4z6n4t8BeCfgH8LfGuhfBvS/h/+zh8Pf2kPir+1J4b8P+OvBEHxDHxb+Os/xF+LHgD4catp3ij47x+J/h9pvizQtN0K8/4SXWvhPP8AGzxprmp/FX4w/EEw/X+hfs1/Azwx8dPGP7Svh34caJonxt+IPhe08I+NvG+mS6nZyeJ9Ls38Pbb3V9Bgv08L3fiq7s/BvgbRNX8dPon/AAm2ueGPh98OvCes+Ib/AMNfD7wZpOh+Ufse3/7TfjDw7rPxR/aF0sfC3QvGei+BdO+Dv7Nl7YaHc+NvhL4N8MWOsLceLfjR4w0uS+Gp/HL4uzaxZ6t458C6Dq198O/g/pHhvwf4A8NXfiXxVp3xC+JHxA+yKACiiigDwP8AaG/aE8N/s7eFvC+r6n4U8dfEnxh8RvHmkfCz4R/CP4X6bomp/Eb4sfEnWtK17xJb+EvCcfinxB4Q8Hac2m+D/CXjHx54p8TeN/GPhHwV4N8B+DPFfi/xX4l0fQ9CvbuP8afB/wAN/j/+1P8AtfeLfjt4Y8OWXw48WeHf2nvgL4g1LX/if+1Jrem/tKfsWfAz4NjwV4T+M/7Hs37MHwdi+K3wE8c/Dv8Aa3vvhf8AGTxbYeNLT442nhXx7ov7ROj/ABE8U6Zd/EX9l34YabB++Gt+EfCviXUvCGs+IfDeha5q/wAP/EVz4u8Capq+lWOo6h4N8VXvhPxR4CvPEnhe7u4JZ9C1268EeN/GXhC41XTJLa+m8NeKvEWiSTtpus6hbXH5haF+yLoOhft2fDn4k/Aj9jrRf2ZNH+Ffir4yeMPjt+1bBffCfR/EX7Z+lfGz4feIm1H4Vpp3w18beKfix8TNJ1D45+LtB+OnxJ8a/tR6d4G1Hw/8RfgV4UbwB4f8fjx3feMPB4B93/Hz9mz4G/tQ+D9P8B/Hr4daL8RfDOj+IrDxZottqU2p6bqWheIbG2vtMbUtB8ReH7/SfEehvq/h7V9f8GeKYNJ1aztfGPw/8U+MPh54rg1nwP4v8T+H9W9vVVUYVQoJZiFAA3MxZmwO7MSzHqWJJySTS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXL+KPFC+GV0RE0TWfEF94g1ltE03TdEbRY7qS6j0XWdfllll1/WdC06K2i07Qr53d77zWl8mKKGRpCVx/+Ey8R/8ARJviB/4MvhX/APPLoA9Aorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD0CivP/wDhMvEf/RJviB/4MvhX/wDPLo/4TLxH/wBEm+IH/gy+Ff8A88ugD0CivP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Aorz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA9Aorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD0CivP/wDhMvEf/RJviB/4MvhX/wDPLo/4TLxH/wBEm+IH/gy+Ff8A88ugD0CivP8A/hMvEf8A0Sb4gf8Agy+Ff/zy6P8AhMvEf/RJviB/4MvhX/8APLoA9Aorz/8A4TLxH/0Sb4gf+DL4V/8Azy6P+Ey8R/8ARJviB/4MvhX/APPLoA9Aorz/AP4TLxH/ANEm+IH/AIMvhX/88uj/AITLxH/0Sb4gf+DL4V//ADy6APQKK8//AOEy8R/9Em+IH/gy+Ff/AM8uj/hMvEf/AESb4gf+DL4V/wDzy6APQKK8/wD+Ey8R/wDRJviB/wCDL4V//PLo/wCEy8R/9Em+IH/gy+Ff/wA8ugD0CivP/wDhMvEf/RJviB/4MvhX/wDPLrQ8O+Ln13VtX0S88M+IfDOp6Pp2i6rNba7J4bnFzYa9c67aWU9pN4b8ReIYCVuPDuoxzxXMttNHiB0jkSXcoB2FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5/4y/5GP4Tf9lA1L/1VfxLr8CP2/P27P2rPgt+1b8S/hv8M/itJ4Z8F6Bb+CH0jRV8GfDzVxaPq/gHwxrWon+0Ne8Japqs/wBo1PULy5xc30wi87yYBHbxxRJ++/jL/kY/hN/2UDUv/VV/Euv5nv8AgpX8EvjN4x/bN+LPiHwj8I/id4p0C+tfh6tlrnhzwD4q1zR7xrT4a+ELO6W11PTNJurK4NtdwT2twIZ3MNzDLBJtljdV/afAnB5FjuL8fR4hwuU4zBR4dxlSnSzmhg8RhY4lZjlMYThDHQnSVdUp1owlFe0VOVVJ8sp3/nf6TOYcTZbwDlmI4Vx2e5fmMuLMvpVa3D+JzDC42WDllOeTqU6lTLZ067w0q0MPKcJSdJ1YUZSXPGDWJ8Iv+Ckn7anif4sfDDw1rnxqlvtE8Q/EPwVoesWR8AfCy3F5pereJdMsNQtTcWngeC6gFxaXE0PnW08NxFv3wyxyKrr/AEhfHj43N8C0+Eetan4W/tjwN47+NngP4PeO/Fa60dOb4YxfFR9R8IfDrxbJpX9kX6+JLHXPjVqHwy+GGoWJ1Lw+ui23xCbxjLqN1a+GrjR9S/k7+CH7PPx+0340fCHUdR+BvxhsNPsPih4Avb6+vfhn40tbOys7XxXpM91d3d1PokcFtbW0EbzTzzOkUMSPJI6opI/rw+NPwn8MfHb4R/Ej4N+MvtieGfiZ4M8QeDNVu9Mm+y6xpMWu6dPZQa9oF8AZNL8SeH7uWDW/DmsW+y70fXNP0/VLKWK7tIZU9nx9wHDeAzDhuPDmCyTBUqmDzCWKjkmGwGHhUnGvhlTeIWBhCMpxi5KDqXaTko6Nnz30XM04uzTKeLp8W5jxJmNalmOVxwUuIsXmeLq0qUsNi3VjhZZnUqThTlNQdRUmouSi5XaR8o/t5/txv+xh4G1nxFoHwt/4XL4p8N/AD9q79pvxD4P/AOE3HgCLSPg9+yf8FdZ+IXijxJc68PCPjVt3iD4man8G/g5p9oNG8y1ufitJ4vVtQtfBl/oWq/flfgf8UvhN+1B8Zv8Agnp/wVQ+K3xx+F+v3X7U3xO/YL+P37Ivw8+GnhLw3qWra34hs/g58Bfip4R1XUPht4N0u3vtWvm/aQ/ae8T/ABV8bfDqLQrOXVPiF8ILz9npZLS6u9N0q2tv0x+Fv7cPwX+MHjvQvh14T8Fftf6R4g8Rf2n/AGfqHxS/4J7ft9fA7wJb/wBkaPqGu3X9u/FL41/s0/D/AOGXhfzbLTLmDTP+Em8XaR/besS6f4d0b7f4g1fStMvf59P6pPr+v4m/+C2H/BWv/goP+yV/wUA+InwU/Z8/aDl+H3wx0PwZ8MdV0rwwvwv+C/ihbW/8Q+DNM1XWLj+1/Gnw68R6/N9s1C4muDFcapLDBv8AKto4YVWNf7ZK/wA/j/g4B/ZZ/ad+Kf8AwUw+KPjH4Y/s5fHj4jeEb3wH8IrWz8VeA/hD8QfF/hy7ubDwFpNrfW9trnh/w9qOmTz2VzG9vdwxXTyW06PDMqSKVAf1T9D/ACvhDN/FPMMLxrl3DeZ5RHg3Nq1LDcU4TK8blscdDNMijRq06ObU6uFWLjRniI0pxj7aNOdZQajKafgnwd/4Lxf8FXvFPxd+FnhjXv2rp7/Q/EfxH8D6DrNifgr+zrbC90nV/E2l6fqNobmz+Edvd2/2izuJofPtZ4LmLf5kE0Uqq6/3x/thfHzxV+zX8EG+JXgX4e+H/il421b4wfsz/BTwd4I8WfEHUfhX4V1LxV+0z+0r8JP2bfD2oeJviBo/w8+LGr+GvD/hrV/ixZ+KNZutL+HPi7UbjTtGubCx0p7m7imh/wA0P4FfsRftoaZ8bvg5qWpfsiftP6fp2n/FT4e31/f33wC+K1pZWNlaeLtInury8up/CccFta20Eck1xcTSJFDEjySOqKzD/Q8/4Kv+E5/Gn7Gd9o48M/GDxZpFn+0//wAE/PFnjTS/gDo3xl174y2vwz8Bf8FAf2YfHXxV8TfD2x/Z3trr47QeIPBfw28OeKvGMOs/CKJfiF4cg0K48Q+Fbmz1fS7a8gD7f6amScA5NmPh9HgTKOD8ppYjBcRyzKPCWAyXA069SnXyZYV45ZPSpRqTpxnXVB4jmlGM6qp2Up367wp+0n+0v4S+LHwb+GX7V37Ofwa+GNn+0F4s8T/Dr4WeMv2ff2nvGX7RWmj4i+FvhX8QfjXP4d+IGlfEH9lj9l7WfCmnat8OfhT8QdR0bxLodt420w61odroGsjRbrXdGlvPEf2ev2sf+Ckn7SnwC+B/7RngX9if9iDSfBPx++D/AMNPjX4O0vxZ/wAFIvjzY+KtN8K/FTwXovjrw9p/iax0f/gllr2kWfiCz0jXbO31m10vXNZ0631GO5hsdV1G2SK8m+efgv8ACL4SeKP2zP2U/i3+yZov/BSMn4Xat8YbH9oHxP8Atx3/APwU6XwHb/A3xp8E/HOkWfhjwRpv/BTO9a9k+I2rfHtPgZrVhd/BLTBeReDPDfjyPxhqkOmyWdje/I/7EXhP9jfwF+xf+yJ4F+NXhn/gu94L+Mngv9mD4BeE/i14O8J6N/wcseHPCvhP4meHPhT4T0fx54Z8M+HvhHbWfwp0Hw/oXimz1XS9G0b4Y2dr8PdL061trHwXbQeG4NNiUP4fP3A+D/7aWl/E79rr9qr9kzWPAF94I1P9nzxf4b8L+A/HN14hg1fR/jmsn7P/AOzp8dfiU+j6bHpGnz+Edc+FUX7Tfw00TWPD9/e6z/b2l65pvirQdUnRPFGieEeDsf2+r7xL4H8LnwF8Er/xn8dPiZ+01+2d+zn8LPg5aePdP0vStTsv2MP2j/jH8B/HXxm+IHxJ1Pw5DB8P/hkNM+FWm+MfEU9p4T8Y67oGu/EPwl8M/DOkfEPxFqGmXur+baD+zr8QvGnj/wD4KTeI9F0rUfAHxS0r/goH8Nfj/wDsn/EHxXpGtaR4c1fxH4T/AOCZv7Bfw2fU7PUTZB/E3wj8c6jofxV/Z6+K994Z+3edoF78UPC+l32neM9D+0aP8vfsxaL8a/hf4Q/Z1/bW8U/s2fHTTj4c+Ov/AAWb8JfGX4CL4IvtT+PXw4+EP7cf/BSLxR+0N4R+KGl/DLT9+u/Ep/Dt/wDBP4VRTaV8Ok8S6t4o+G/xN1Dx98O9L8a6baael+AfZ3xC/bl+O/wB+D/7Wfjb9o79ke08JeNf2a/2T/jD+1p4WT4VfGTxB8WP2fPjP4c+D/hHWPEOs/D7Tvj9rnwG+FeufD/4kQ6hZaPp2q+HvGnwWt5/7G8RReK/Ao+Ium6B4sh0L62/aW+On/DO/wAOvDnj/wD4Rb/hMP8AhIP2gP2TvgX/AGT/AG3/AMI/9k/4ag/an+Df7NH/AAlP2/8AsjW/tH/CD/8AC2/+E1/sT7HD/wAJN/wj/wDwjn9r+H/7V/t7Tfz5/bJ+MPxA/a9/YM/4KM+Dfgl+zv8AtAnwXq3/AAT+/a58I+FtS+J3wN+LXwf+Kfxb+M/i74M+KdF8F/Dz4P8AwA+JXhLwv8cNdQJJq9nrOp+I/hz4Zi13xHrfgTRvhl/wnD3PimTw9jfta/8ABPLwD4T8A/CXxb8Ir/8Abf8AiH428I/tv/8ABN3xZH4a8Wft4f8ABQv9o/wqvhXwx/wUL/Zg134ieJvE3wg+K/7R3xL+HfiHw/4G+Hen+KvHGs6z4q8Gapp3gLTvDtz8Qxc6Jc+FbfX9LAPqn9mb9vn4f/tAeHf2s/EXiPw7d/B61/ZF+Ov7Rnwt8av4l1q11i21n4efs/8AxQ+J3wvb47adcWFjaS2fgzxfrHwe+JMEGm3do2o6NrHgjxTpDTarb6fZ6xqnlHgv/gpRqXxC/YD0n9snwz+zr4gtviX43+MvjP8AZ5+GP7Lvirx/pWheKPEvxm0X9rfxd+yL4X8H+IfHdr4c1rS/CUeq+KvC7+L/ABvrMHh3xJYfDbwlF4k1O7bX9N8K3mqXf5v337MP7Rzw+FfCPhf4TePIfBn7b37YH/BR/wDZa/a+S/8AC2u6cdA/Zm1D/grb+05+1l4B+J3iiK6sYG074bfEP9lnX/2r/hp4H8U6mieHfE+tftYfCTVNE1HULXW9L0rxd678KfgV+2Z8QPF/w28F/DhPDX7P2mfs3/tgf8FW/wBrS+8Y/tOfs0fFH4qeA/GvjL9oL/gof+294H/Z1tvB3hLQfjh+zFea5cL8C/GHxW+LJ8QQeP8AW9K0rw18RPgf4yj8M3tp4+8EeJ4AD7w8aft1+MdY+C/7B/xI/Zp+Dfgv4oeLv28/HuieCfBfg/4yfGXxJ8B/Dfw9a6/ZY+Pf7UXiVvHXjDwr8C/j74kg8Q+FNO+AWv8Aw9vfCtv8MvtI8ZaisGqX+hxaVfKe48J/tG/tHeEviZ8IPh3+1j8Avgn8K4/2gPGniH4ZfCXxH8Af2mfHX7RVndfEbw38J/iP8cLnw/45sPH/AOyn+zBfeFNP1H4a/CL4i6ppOv6OvjK0k1bQYND1SDSZtY0y4uPy1n/ZJ/aAvPiR+zl+yf8AH2z8e+NPAfgn/gp34/8A2pofjt+yPov7SX7IvgXRvhL+0p+wX/wUc8Ta3ZaF45+GXx18YfE74MP4Q/a61XxP4N8U6TaftGXUMugfF74P+FdU/s7wv8YPDnge/wDsH9n79ji3/ZT/AG3Na1XUX/aQ/aI8A/FnwvruvfAb4x/Hj4+ftH/tP6r+yn4m0jT7DT/HvwHe6+MHj74h6b4J8GfEDw9JN4t+GHxYlh0/xfqd8Pid8JfH3jnVRqfwv0rXwD3T4c/t2ad8TP2Xf2SvjN4b+Gt7q/xv/bH/AGe/hV8cvhh+zNoHiqDV9YsV+JHw78J+OtWk8U+PZ9B0uz8OfCX4Yy+LtP0zx38add8LaXpkRk0rTdB8L618RfF/gj4beJPpj4w/Gnw78APgr4o+NHxWtrq107wX4dstS1zQPBa3Pi7VtW8S6lPY6Po/gbwHDcWXh+68V+I/Fni/U9M8HeCLW4sNBm8Q65q+kW89tpL3rx2/5B/sM/si+O/2YP2Cf2Ef2gfh34L+Jk37V/w//Y5/Zu0r9o34VfESbV7T4j/F34eWPwY8BweL/wBmW+0LxWulJ4G8X/Aiewnk/Zv8IXmneG7bwX490LX/AAP4ivdCX43fG3xprP6MftieAPF37QX7K9yPhHo9xqnjzR/F37OP7Svwz8G+LYL74fXfjDxZ+zh8d/hR+1D4N+G/iaDxfZaVqPgW58e6v8LdO8C6yviqw0m68Ky67cnX4dMksLsW4Bx+h/tJ/tb6B4u+HY+O/wCxVpngf4V/FDxZofgnT/FXwf8Aj7fftB/Ef4V654qcWvhm6/aC+GGmfAzwLoHg/wAK3GsS2nh3xB4z+FHxV+OnhvwZqd/bat4lv7HwLBqvjPTPpn9oH4y+Hf2d/gb8W/jr4rtbzUNA+Enw98V+Pr7R9NBfWPEDeGtGu9Ss/DGgwLHNJeeIvE99BbeH/D2nwQXF1qOt6lYWFpb3FzcRQv8AOnhH9tO/+Lnifwf4C+FH7Nn7Uul+Lr/XtCPxNvPj3+zp8W/gJ8PfhB4Rgv7e58a3Wp/Ez4ieGtD8B/FLxONHg1LQ/Bek/s9eJPjHp+r+NLzQ7nVtU0n4f/2z4y03mf2+fh/8efjvc/s6fs/fA258NeEYta+LmlfHn4n/ABQ+J3wm8XfFz4O+HfB37MOr+GviH4P8GeK/DPhL4mfBW613xH4++O158HZtB8IL8WPCd3rvg3wl8TdYNt4i0Hwn4k0a4AHaL+37Z237GGqftR/EX4O+J/DfxH8LfEOf9n/xh+zV4M8Qab8QPF9t+1HJ8frT9l3w58D/AAx4vurDwXoWvDx58bdZ8KaH4I+IOtWPhDwnqfhPxj4c+IeqSaJ4TvJb+C14a/aH/bi8M+MfhjZ/tG/sS/Dfw18N/iT4i0rwVfeNP2Xf2nviD+1P4p+FHijxKYIPDWpfFr4c6/8Asffs8zaX8MZdVk/sHxZ8SfA3if4g2XgC+ubHxB4s0iw+G8XiTx94Z/Pn4s/s8/tz+DL/APaS8OeIdP8AAn7TN98Vviv+wv8A8FEvC8v7PHwT8W/s7eDNU+I37CX7Vv7LXiT4+/BhdP8Aib8fv2h9G0X4vfGT4JfBn4TT/BxvEPxW8IeHviJ4y0nx3JLpWh2/h3xr4xb0H41/EbT/ANsb4v8A7NGp/sv+Cf8Agpz4G+N+lfGj9mbX/GniPxv4Z/4KZfsN/sy/Dr9nj4R/Hzwf8XPj3ZfFv4ffFWz+C/7L3xt8UfE34Y2/jv4Gab4asfA/xc8d+M9R8caDDqM9t8NvBL+KvCAB9H/DX9qj9vT45RePPFvwd/ZD/ZGvfhX4Y/aC/ac+Bfh/XPiV+3t8ZPA/xC1+P9mT9o/4qfs3654q1fwF4Y/4Jz/Ezw34bk8Ua/8ACnVvEWk6BZ/E/wATpZaRqenW95rrXi3KxZ1z+3x8aviH4s/Z/wDhx+zJ+zh8LfHPxC+K/hH9uLXviFpvx6/aV8WfArw18LvEP7A37RfwZ/ZV+Mng7R/Enw7/AGYf2lr34i3l38YvitqFn4b1keHPBujah4W8Gz+Ihc+brtjpNv8AHPhb/gmL4k+Ln7Nfx41/Qfid+2d+z9+0Xrf7cv8AwUT+J/hnw5b/ALZ/7cnwX+DHjzw/cf8ABRX9pzxf4A8IeKfgh4M+NPhrwL4U+Cv7Qvw0ufDNxrPjX4SeB/C3ivXPC/jZPi94U8Q6prmtyar4gqfG3wd8HJfiX/wTX8Z+PP2e/wDgoD8DfgJ4X/Yy/bm8Hap4L/ZO8J/8FGrT4pfB340eMfi7/wAE/NW034bfFjxN/wAE9bWT4v39t4hHgD406uviPxnq+ofDD4ya14Qm+JlnrHi7Um8K+I5QD9Ktc/ae+P3wH+EPxG+L37YvwM+B/wAOtP0HX/hB4M+Gmjfs8/tP+L/jxc+PfG/xj+JGk/CHw1oHivWPi/8Asu/sk+HfhdZXHxC8afDnSLbxRfap4m8OW2na/wCIvEPi7UPBmj+ETc632vw7+NH7TMPj/wAL+B/2if2YPDvgKx+IV5rtj4L8f/s//GPxZ+0l4G0K80Lw9qfin+zfjffa/wDs/wDwC1j4R3Wu6To+oweHNci0Txt8OL/xLb2ngu8+IGm+L/E/gTRfFvxl4M079m/V/wBnb9qDSvgh+zp+3Z+1poep6T8N9P8Ai1+zx+35N/wUpVPiX4DvPEOrW/iLTfg3Zf8ABV6xvvDHiDxNpHgqTxv4ln8H/C9tJsfG3ivRfhx4Q+Jfijwg2t+AfFWjcR+zV8Ofhbov7TXwQ1r9gb4Yftj/AAA+GOmX/i+w/ay+GXxi+GX7W/wH/Zjj+Fp+EnxEi8IaT8OfhH+09ovhbwAfjJa/Hu6+EN5pvin9m3w5daUvw80b4k2nibxOdP1LSbbWQD7I/YP/AG4W/bN8D6H4j134Xf8ACnPE3if9nz9k/wDae8O+Ev8AhNj49i1b4RftX/BbSPH/AIc16311vCPgrM3hr4m6V8Yvg/qNoukO123wvs/Gcj6ZD43s/Dui5Pjv9u7VdD+DHxz+LXgP4MD4h3PhX9pi0/ZP/Zp8K/8ACxbfw1L+058VZfHfg34H6ht1ifwfqsPww8MaD+0NqfxG8Aa9r8tj45g0vwX8JPE/xZuok0Gb+y7H4h+F3wp/ag+DP/BO3/glp8U/gd8Ltetv2qfhh+wZ8AP2SPH/AMNfFvhrUdK13w7a/GL4CfCzwfpl98R/B2q2tjq1g37Of7Tvhj4UeN/iNFr1tBqPw++EGn/tBhbO3vdR1K2n9s+IX7Lnx8i+JH7F37Pn7KviTwP8L/hj+wr8LJfirN8U/wBor4D/ABA+Pngv4hfFnxT4a8T/AAB+G9jb6f4P+PH7N1x4q+Jul+Drn4//ABF+KPiC4+I+u3OgeIvG/wAOfE3iHwtcav428OeIbQA/SH9n34zeHf2ivgb8I/jt4UtbzT9A+Lfw88KePrHR9SBTV/D7eJNGtNSvPDOuwNFBLaeIfDF/PdeH/EFhPBb3On61pt/Y3Vvb3FvLCnQab/yVTxl/2T/4af8AqR/Fmvi39gXwB8efgRdftGfs+/HG48OeLYtE+Lmq/Hr4YfFH4ZfCbxd8I/g54j8H/tP6v4l+IfjHwZ4T8M+LPiX8abrQvEfgD47Wfxhm17wg/wAWfFl5oXg/xb8NNZFt4d0DxZ4b0a3+0tN/5Kp4y/7J/wDDT/1I/izQB6BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcP400nxBfz+DtT8N22jXt74Y8Uza3NY63q17olrd2lz4Q8WeGnji1Cw0PxDNHcxT+Ibe5RH05opYoJkM0TlCa/9pfFT/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+dNR4Z0vxX/wlXiTxN4msPD2ljVPD3hLQrGy0LX9S8QHPh/UvGeoXV1d3GoeGPDHkCb/AISa2ighhgus/Zp3klj3RoSigD0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_T32019_V-87419040_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="pure">001</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_T32019_V-87419040_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">97464.78</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">96782.09</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="pure">125</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="pure">129</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIM_T32019_V-87419040_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIM_T32019_V-87419040_ia">50000</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">9805996</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ipy" decimals="0" unitRef="euro">9781637</iic-com:Patrimonio>
<iic-com:Patrimonio contextRef="FIM_T32019_V-87419040_ipy2" decimals="0" unitRef="euro">2916257</iic-com:Patrimonio>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ia" decimals="4" unitRef="euro">100.6107</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ipy" decimals="4" unitRef="euro">88.2391</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo contextRef="FIM_T32019_V-87419040_ipy2" decimals="4" unitRef="euro">100.0461</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.34</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">1.01</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.24</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.23</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.58</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">1.24</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32019_V-87419040_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="euro">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="euro">0.07</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">14.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">1.92</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">9.90</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">-12.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">-11.80</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-2.00</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">-2.00</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32019_V-87419040_da">2019-08-05</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32019_V-87419040_dpy">2019-08-05</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.46</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">2.18</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32019_V-87419040_da">2019-08-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32019_V-87419040_dpy">2019-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32019_V-87419040_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">8.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">8.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">7.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">9.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">13.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">10.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">12.24</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">13.19</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">11.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">12.33</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">15.86</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">13.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.23</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.15</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">0.19</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">0.39</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32019_V-87419040_daa">BENCHMARK C AGRESIVA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">8.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">9.85</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">7.42</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">8.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">13.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">10.23</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">7.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">7.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">7.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">7.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">7.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">7.57</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">1.56</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpq2" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpq3" decimals="2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpy" decimals="2" unitRef="pure">2.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos contextRef="FIM_T32019_V-87419040_dpy2" decimals="2" unitRef="pure">0.51</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32019_V-87419040_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">20290112C091020192987156.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">20290113C091020193550390.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_T32019_V-87419040_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DistribucionPatrimonioFIM>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">31969826</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioInversionesFinancieras contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">36647904</iic-com:DistribucionPatrimonioInversionesFinancieras>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3790768</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraInterior contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">3845471</iic-com:DistribucionPatrimonioCarteraInterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">28179058</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioCarteraExterior contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">32802433</iic-com:DistribucionPatrimonioCarteraExterior>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInteresesCartera contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInteresesCartera>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioInversionesDudosas contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:DistribucionPatrimonioInversionesDudosas>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3610284</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioLiquidez contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">5264901</iic-com:DistribucionPatrimonioLiquidez>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">39234</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioResto contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">-41232</iic-com:DistribucionPatrimonioResto>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">35619344</iic-com:DistribucionPatrimonioTotal>
<iic-com:DistribucionPatrimonioTotal contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">41871573</iic-com:DistribucionPatrimonioTotal>
</iic-fim:DistribucionPatrimonioFIM>
<iic-fim:VariacionPatrimonialFIM>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">41871574</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_T32019_V-87419040_dpp" decimals="0" unitRef="euro">42758893</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialFinPeriodoAnterior contextRef="FIM_T32019_V-87419040_daa" decimals="0" unitRef="euro">45129892</iic-com:VariacionPatrimonialFinPeriodoAnterior>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-17.86</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-3.93</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripciones contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-36.22</iic-com:VariacionPatrimonialSuscripciones>
<iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">325.06</iic-com:VariacionPatrimonialSuscripcionesRespectoFinAnterior>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">2.02</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">1.83</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">13.87</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">3.42</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">2.44</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">2.16</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestion contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">14.97</iic-com:VariacionPatrimonialRendimientoGestion>
<iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">5.41</iic-com:VariacionPatrimonialRendimientoGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialIntereses contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.03</iic-com:VariacionPatrimonialIntereses>
<iic-com:VariacionPatrimonialInteresesRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">181.98</iic-com:VariacionPatrimonialInteresesRespectoFinAnterior>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendos>
<iic-com:VariacionPatrimonialDividendosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDividendosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.04</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.42</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFija contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.57</iic-com:VariacionPatrimonialRentaFija>
<iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-91.73</iic-com:VariacionPatrimonialRentaFijaRespectoFinAnterior>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">7.22</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">6.01</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariable contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">31.64</iic-com:VariacionPatrimonialRentaVariable>
<iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">12.25</iic-com:VariacionPatrimonialRentaVariableRespectoFinAnterior>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositos>
<iic-com:VariacionPatrimonialDepositosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialDepositosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.04</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivados contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-0.51</iic-com:VariacionPatrimonialDerivados>
<iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-152.32</iic-com:VariacionPatrimonialDerivadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-5.06</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-4.19</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIIC contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-16.93</iic-com:VariacionPatrimonialIIC>
<iic-com:VariacionPatrimonialIICRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">12.72</iic-com:VariacionPatrimonialIICRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.18</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultados contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.16</iic-com:VariacionPatrimonialOtrosResultados>
<iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-1168.19</iic-com:VariacionPatrimonialOtrosResultadosRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientos>
<iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosRendimientosRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.43</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.35</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-1.15</iic-com:VariacionPatrimonialGastosRepercutidos>
<iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">13.97</iic-com:VariacionPatrimonialGastosRepercutidosRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.39</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.32</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestion contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-1.02</iic-com:VariacionPatrimonialComisionGestion>
<iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">15.79</iic-com:VariacionPatrimonialComisionGestionRespectoFinAnterior>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.03</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.02</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositario contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-0.07</iic-com:VariacionPatrimonialComisionDepositario>
<iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-5.26</iic-com:VariacionPatrimonialComisionDepositarioRespectoFinAnterior>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExteriores contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialServiciosExteriores>
<iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">5.78</iic-com:VariacionPatrimonialServiciosExterioresRespectoFinAnterior>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientes contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialGastosCorrientes>
<iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">4.36</iic-com:VariacionPatrimonialGastosCorrientesRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">-0.01</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">-0.04</iic-com:VariacionPatrimonialOtrosGastos>
<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">3.42</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-26.61</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.01</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.02</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.05</iic-com:VariacionPatrimonialDescuentos>
<iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-26.60</iic-com:VariacionPatrimonialDescuentosRespectoFinAnterior>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidas contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidas>
<iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialRetrocedidasRespectoFinAnterior>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_T32019_V-87419040_dpp" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresos contextRef="FIM_T32019_V-87419040_daa" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresos>
<iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-com:VariacionPatrimonialOtrosIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">35619344</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_T32019_V-87419040_dpp" decimals="0" unitRef="euro">41871574</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual contextRef="FIM_T32019_V-87419040_daa" decimals="0" unitRef="euro">35619344</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_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">ES0114802038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|BK DIVIDENDO EUROPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">2433579</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">6.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2473014</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">ES0125621039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|BK BOLSA ESPAÑA, FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1357189</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">3.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">1372456</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">3.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3790768</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">10.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">3845470</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">9.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3790768</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">10.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">3845470</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">9.19</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_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFPendienteAdmisionTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">IE00B4ND3602</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|BLACKROCK INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32019_V-87419040_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1144479</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">3.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2393797</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1144479</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">3.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2393797</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVNoCotizadaTotal>
<iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCPendienteAdmisionTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1144479</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">3.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2393797</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0975848424</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ROBECO LUXEMBOURG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1976208</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">5.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU1787046561</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|VONTOBEL ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">2306599</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">6.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2780357</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">IE00B2NN6670</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|BROWN ADVISORY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">2011988</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">5.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2435433</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU1111643042</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ELEVA EUROPEAN SEL-I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3034560</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">8.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2341873</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU1681037864</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|AMUNDI INVESTMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1726481</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">4.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2427714</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0266118651</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|MORGAN STANLEY INVES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2301639</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">FR0010251108</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ODDO ASSET MANAGEMEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1284007</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">1500551</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">3.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0234682044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|GOLDMAN SACHS ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">2031920</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">5.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2315401</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0582530498</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1724410</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">4.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2470169</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0312333569</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1000086</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2036816</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">4.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0219424131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|MFS INVESTMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3105664</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">8.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">2452950</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">5.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0717821077</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">879454</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">2.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">857236</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0360484769</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|MORGAN STANLEY INVES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1969986</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">5.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">LU0320897043</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|ROBECO ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">1254378</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">FR0010429068</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|LYXOR INTL ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">917721</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">1050090</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32019_V-87419040_ia">IE00B3ZW0K18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32019_V-87419040_ia">PARTICIPACIONES|BLACKROCK ASSET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32019_V-87419040_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">3067073</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">8.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">4184947</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">9.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">27036157</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">75.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">30409554</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">72.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">0</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasCapitalRiesgoTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">28180636</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">79.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">32803351</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">78.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">31971404</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">89.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor contextRef="FIM_T32019_V-87419040_ipp" decimals="0" unitRef="euro">36648821</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje contextRef="FIM_T32019_V-87419040_ipp" decimals="2" unitRef="pure">87.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados contextRef="FIM_T32019_V-87419040_ia" decimals="2" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">20173770C141020193338766.jpg</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">jpg</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto contextRef="FIM_T32019_V-87419040_da">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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32019_V-87419040_ia">INDICE EUROSTOXX 50</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32019_V-87419040_ia">V/ Fut. FUT EUROSTOXX 50 DIC19 EUREX</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1162710</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32019_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32019_V-87419040_ia">STAND&amp;POOR'S 500</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32019_V-87419040_ia">C/ FUTURO EMINI S&amp;P DIC19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">548028</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32019_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1710738</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T32019_V-87419040_ia">DOLAR USA</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T32019_V-87419040_ia">V/ FUTURO EURO DOLAR DIC19</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporte contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1145333</iic-com:OperativaDerivadosObligacionesTipoCambioImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T32019_V-87419040_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesTipoCambio>
<iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">1145333</iic-com:OperativaDerivadosObligacionesTipoCambioImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal contextRef="FIM_T32019_V-87419040_ia" decimals="0" unitRef="euro">2856071</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32019_V-87419040_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T32019_V-87419040_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T32019_V-87419040_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T32019_V-87419040_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T32019_V-87419040_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T32019_V-87419040_da">true</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T32019_V-87419040_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T32019_V-87419040_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T32019_V-87419040_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T32019_V-87419040_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T32019_V-87419040_da">true</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32019_V-87419040_da">c) El Depositario y Gestora pertenecen al mismo grupo económico, no obstante la Gestora y el Depositario han establecido procedimientos para evitar conflictos de interés y cumplir los requisitos legales de separación recogidos en el Reglamento de IIC.&#13;
g) Durante el trimestre Bankinter, SA ha percibido importes que tienen como origen comisiones o gastos satisfechos por el fondo, en concepto de comisión de depositaría, cuya cuantía para esta última se detalla en el apartado de datos generales de este informe; así como otros gastos por liquidación e intermediación  por un importe de 138,32 euros que representa un 0,000% del patrimonio medio del fondo en el trimestre y por liquidación de otras operaciones de compraventa de valores.&#13;
h) La Gestora cuenta con un procedimiento para el control de las operaciones vinculadas en el que verifica, entre otros aspectos, que éstas se realizan a precios o en condiciones iguales o mejores que los de mercado; existiendo para aquellas operaciones que tienen la consideración de operaciones vinculadas repetitivas o de escasa relevancia (por ejemplo, operaciones de compraventa de repos con el Depositario, remuneración cuenta corriente, etc.) un procedimiento de autorización simplificado en el que se comprueba el cumplimiento de estos dos aspectos.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T32019_V-87419040_da">1.	SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO&#13;
&#13;
a)	Visión de la gestora sobre la situación de los mercados&#13;
El ritmo de expansión de la economía global siguió debilitándose durante el tercer trimestre de 2019, lo que propició que varios organismos oficiales recortasen sus estimaciones de crecimiento. En concreto, la OCDE pasó a proyectar que la economía mundial crecerá un 2,9% en 2019 (vs. 3,2% previsto en mayo) y un 3% en 2020 (vs. 3,4% anterior). De confirmarse, serían las tasas de crecimiento anual más bajas desde la crisis económica. Las tensiones comerciales y geopolíticas habrían provocado un repunte de las incertidumbres globales así como un deterioro de la confianza.&#13;
&#13;
Asimismo, continúa la incertidumbre sobre el momento y la forma en que el Reino Unido abandonará la Unión Europea. Una salida sin acuerdo podría llevar al país a una recesión en el año 2020 y causar alteraciones sectoriales en Europa.&#13;
&#13;
Por áreas geográficas, Estados Unidos está mostrando mayor resistencia que Europa. Alemania está sufriendo especialmente, por su elevada exposición al sector industrial y al comercio mundial. De hecho, se siguió observando un marcado desacoplamiento entre la evolución del sector servicios y el de las manufacturas.&#13;
&#13;
En España también se observaron señales de pérdida de dinamismo de la actividad y el Banco de España redujo su estimación para el conjunto del año desde 2,4% hasta 2,0%.&#13;
&#13;
Esta ralentización económica motivó que los bancos centrales implementaran nuevas medidas expansivas. El deterioro de la actividad y el mantenimiento de tasas de inflación reducidas condujeron al Banco Central Europeo a aumentar el grado de acomodación monetaria. El Consejo de Gobierno decidió recortar el tipo de depósito de -0,4% a -0,5% y reanudar el programa de compras de activos. Por último, al objeto de favorecer el mecanismo de transmisión de la política monetaria, se recalibraron algunos parámetros de las operaciones de financiación a largo plazo de las entidades financieras del área del euro (conocidas como «TLTRO III») y se introdujo un mecanismo de remuneración de reservas que exime a una parte del exceso de liquidez de las entidades de estar remunerada al tipo negativo de la facilidad de depósito.&#13;
&#13;
Por su parte, la Reserva Federal estadounidense rebajó 50 puntos básicos (p.b.) el rango objetivo del tipo de interés de referencia durante el trimestre (-25 p.b. en julio y otro tanto en septiembre) hasta situarlos en el rango 1,75-2,0%.&#13;
&#13;
El repunte de la incertidumbre tuvo su reflejo en los mercados financieros. Se produjo un desplazamiento de flujos hacia los activos seguros, con descensos en las rentabilidades de la deuda soberana e incrementos de los diferenciales de los bonos corporativos.&#13;
&#13;
El tipo de interés del bono soberano americano a diez años descendió -34 puntos básicos (p.b.) en el trimestre hasta 1,66%. En el caso del bono alemán, el descenso alcanzó -24 p.b. hasta una rentabilidad negativa de -0,57%.&#13;
&#13;
Además, los precios de las materias primas experimentaron diminuciones, si bien, en el caso del petróleo, su precio experimentó vaivenes a raíz de los problemas de oferta causados por los ataques a instalaciones petrolíferas saudíes.&#13;
&#13;
Por su parte, los índices bursátiles cerraron un trimestre ligeramente positivo, con notables dosis de volatilidad. Las mejores perspectivas sobre el futuro de las negociaciones comerciales entre Estados Unidos y China permitieron que las bolsas se recuperaran de las caídas experimentadas en la primera mitad de agosto. Así, el índice EuroStoxx50 sumó +2,8% en el trimestre y el S&amp;P500, +1,2%. No obstante, los índices de los mercados bursátiles de las economías emergentes experimentaron retrocesos generalizados durante el trimestre (índice MSCI Emerging en dólares -5,1% en el tercer trimestre).&#13;
&#13;
Dentro de la bolsa europea los sectores que mejor se comportaron durante el trimestre fueron Servicios Financieros (+8,6%), Utilities (+7,9%) y Real Estate (+7,9%). Por el contrario, los más castigados fueron Materiales (-9,6%), Petróleo (-2,8) y Autos (-2,0%).&#13;
&#13;
&#13;
b)	Decisiones generales de inversión adoptadas&#13;
En línea con la evolución económica y financiera del trimestre detallada en los párrafos anteriores, comenzábamos el trimestre, principalmente los meses de verano,  manteniendo los niveles de inversión en renta variable. Posteriormente, dada la relajación de las tensiones comerciales así como el apoyo de los bancos centrales, se decide incrementar ligeramente la exposición a renta variable.&#13;
&#13;
c)	Índice de referencia&#13;
El índice de referencia del fondo se utiliza en términos meramente informativos o comparativos.&#13;
&#13;
d)	Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC&#13;
El patrimonio del fondo de la clase A ha aumentado de 9,56 millones de euros a 9,81 millones de euros, mientras que la clase B ha disminuido de 32,31 millones de euros a 25,81 millones de euros.&#13;
 &#13;
El número de partícipes del fondo de la clase A ha disminuido en el periodo según puede verse en el apartado 2.1 del presente informe.&#13;
&#13;
Como consecuencia de esta gestión, el fondo ha obtenido una rentabilidad en el trimestre del 1,80% en la clase A y del 2,06% en la clase B. &#13;
&#13;
Durante el periodo considerado del trimestre, los gastos corrientes soportados por el fondo han tenido una impacto de -0,52% en su rentabilidad para la clase A y del -0,49% para la clase B. En la clase A, un –0,37% corresponde a los gastos del propio fondo y un -0,15% a los gastos indirectos por inversión en otros fondos. En la clase B, un -0,35% corresponde a los gastos del propio fondo y un -0.46% a los gastos indirectos por inversión en otros fondos.&#13;
&#13;
e)	Rendimiento del fondo en comparación con el resto de fondos de la gestora&#13;
Puede verse en el cuadro de Comparativa el comportamiento relativo del Fondo con respecto a la rentabilidad media de los fondos de la Gestora con su misma Vocación Inversora&#13;
2.	INFORMACIÓN SOBRE LAS INVERSIONES&#13;
a)	Inversiones concretas realizadas durante el periodo&#13;
EL fondo termina el periodo en niveles cercanos al 83% frente al 79.9% del trimestre anterior&#13;
En renta variable americana se sustituye, en la primera parte del periodo, el Robeco US Premium por el Robeco ST-US Advantage, éste último tiene una cartera más expuesta a grandes compañías y sectorialmente tiene un sesgo más value que complementa a los fondos growth que teníamos. Antes de la reunión de BCE, se decide subir ligeramente la exposición a renta variable primero a través de futuros y posteriormente a través del Eleva en Europa y el Robeco US LC en EE.UU . Por otra parte, se continúa un poco la rotación de la cartera hacia sectores más Value reduciendo el Robeco Conservative y subiendo el ELEVA y MFS. Además, en EE.UU se reduce el peso en índice en favor del Robeco US Large Cap Eq.&#13;
&#13;
El fondo termina el mes con una exposición a Europa del 45.96%, 39,41% a EE.UU, 5,75% Japón y 8.89% a Emergentes. &#13;
&#13;
Tras la fuerte revalorización se decide vender, en julio, la mitad de la posición en el ETF de Oro.&#13;
La exposición  a dólar al final del periodo es cercana al 18.4%&#13;
&#13;
b)	Operativa de préstamo de valores&#13;
N/A&#13;
&#13;
c)	Operativa en derivados y adquisición temporal de activos&#13;
También se han realizado durante el trimestre operaciones de compraventa de futuros sobre  índices bursátiles para ajustar los niveles de inversión a nuestro objetivo de asset allocation. En concreto hemos realizado operaciones sobre el futuro de Eurostoxx50 y el S&amp;P500. Por otro lado, hemos realizado operaciones sobre el futuro del euro-dólar para cubrir parcialmente nuestro riesgo divisa y ajustarlo a nuestro asset allocation. El resultado de la inversión en estas operaciones durante el período ha supuesto una rentabilidad del +0.04% sobre el patrimonio medio del fondo para las clases A y B, siendo el nivel medio de apalancamiento de dicho fondo para ambas clases, correspondiente a las posiciones en instrumentos financieros derivados en este periodo de un 20.09%.&#13;
&#13;
d)	Otra información sobre inversiones&#13;
Con esto, el porcentaje invertido en otras Instituciones de Inversión Colectiva (IICs) representa el 86,55% del patrimonio a cierre del período, siendo las gestoras más significativas Blackrock (8,61%) y Bankinter Gestión de Activos (10.64%).&#13;
&#13;
Debido a un error en el cálculo  el indicador de riesgo/rentabilidad que constaba en el DFI y en la información periódica del fondo a cierre del trimestre es 6 cuando correspondía 5.&#13;
&#13;
Dicha modificación del IRR no se debe en ningún caso a cambios de la política de inversión del fondo, sino a una disminución en la volatilidad del mercado.&#13;
&#13;
&#13;
&#13;
&#13;
3.	EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD&#13;
N/A&#13;
&#13;
&#13;
4.	RIESGO ASUMIDO POR EL FONDO&#13;
Durante el trimestre, la volatilidad del valor liquidativo del fondo para la clase A ha estado alrededor de 8.58% y para la clase B de 8.57%, volatilidad inferior a la de su benchmark como puede verse en el cuadro de medidas de riesgo.&#13;
&#13;
&#13;
5.	EJERCICIO DERECHOS POLÍTICOS&#13;
N/A&#13;
&#13;
&#13;
6.	INFORMACIÓN Y ADVERTENCIAS CNMV&#13;
N/A&#13;
&#13;
&#13;
7.	ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS&#13;
N/A&#13;
&#13;
&#13;
8.	COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS&#13;
N/A&#13;
&#13;
9.	COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS)&#13;
N/A&#13;
&#13;
10.	 PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO&#13;
Las proyecciones económicas han empeorado tanto en los países avanzados como en los emergentes. La intensificación de la guerra comercial está mermando la confianza y la inversión empresarial. La sólida demanda de consumo ha sustentado la producción del sector servicios pero la debilidad del sector manufacturero podría terminar recortando el crecimiento del empleo y consecuentemente, los ingresos de los hogares y el gasto.&#13;
&#13;
El nivel de incertidumbre es elevado y preocupa que el bajo crecimiento se convierta en una constante. En este escenario, los bancos centrales han retomado las medidas expansivas y se podría potenciar su eficacia si los gobiernos adoptaran medidas estructurales y fiscales.&#13;
&#13;
El último trimestre de 2019 seguirá marcado por las negociaciones comerciales entre Estados Unidos y China, y por otros eventos de corte geopolítico como la forma en que Reino Unido abandonará la Unión Europea. &#13;
&#13;
Los principales índices bursátiles mantuvieron una senda alcista durante el tercer trimestre del año, si bien la dinámica positiva se moderó respecto a los trimestres precedentes, especialmente en el caso del mercado americano.&#13;
&#13;
Durante el trimestre hubo momentos de aumento de la volatilidad que probablemente se vuelvan a repetir, en función de las expectativas de los inversores en cuanto al desarrollo de las negociaciones comerciales entre Estados Unidos y China, y de la evolución de los indicadores de actividad y de la incertidumbre geopolítica.&#13;
&#13;
La temporada de resultados del segundo trimestre resultó algo mejor de lo esperado pero la revisión a la baja de los beneficios empresariales continuó. En octubre comenzará la nueva temporada de resultados empresariales que será muy importante, ya que ayudará a calibrar el impacto de la guerra comercial en las cuentas de las compañías.&#13;
&#13;
Por el momento, las expectativas apuntan a que los resultados empresariales seguirán creciendo en el conjunto del año, pero de una forma mucho más moderada que en 2018.&#13;
&#13;
El aumento de la incertidumbre llevó a que los principales bancos centrales adoptasen nuevas medidas expansivas, dando soporte a los activos de riesgo.&#13;
&#13;
Dentro de los mercados de renta variable, hay segmentos que registran valoraciones exigentes mientras que otros sectores ofrecen múltiplos de valoración atractivos. Asimismo, el escenario de tipos de interés bajos durante más tiempo incrementa el atractivo de los activos de riesgo.&#13;
&#13;
Así, la estrategia de inversión del Fondo para este nuevo periodo se moverá siguiendo estas líneas de actuación tratando de aprovechar las oportunidades que se presenten en el mercado.&#13;
</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32019_V-87419040_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_T32019_V-87419040_da">N/A</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_T32019_V-87419040_da">N/A</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
<iic-ges:ComparativaRentabilidadMedia>
<iic-ges:ComparativaVocacionMonetarioPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionMonetarioPatrimonio>
<iic-ges:ComparativaVocacionMonetarioParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionMonetarioParticipes>
<iic-ges:ComparativaVocacionMonetarioRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionMonetarioRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">1424635799</iic-ges:ComparativaVocacionRentaFijaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">54390</iic-ges:ComparativaVocacionRentaFijaEuroParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.11</iic-ges:ComparativaVocacionRentaFijaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionRentaFijaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionRentaFijaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionRentaFijaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionMixtoEuroPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">275588932</iic-ges:ComparativaVocacionMixtoEuroPatrimonio>
<iic-ges:ComparativaVocacionMixtoEuroParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">5215</iic-ges:ComparativaVocacionMixtoEuroParticipes>
<iic-ges:ComparativaVocacionMixtoEuroRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.52</iic-ges:ComparativaVocacionMixtoEuroRentabilidad>
<iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">1892448009</iic-ges:ComparativaVocacionMixtoInternacionalPatrimonio>
<iic-ges:ComparativaVocacionMixtoInternacionalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">9559</iic-ges:ComparativaVocacionMixtoInternacionalParticipes>
<iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.47</iic-ges:ComparativaVocacionMixtoInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">99711100</iic-ges:ComparativaVocacionRentaVariableMixtaEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">8739</iic-ges:ComparativaVocacionRentaVariableMixtaEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.86</iic-ges:ComparativaVocacionRentaVariableMixtaEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">1518124151</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">6502</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.25</iic-ges:ComparativaVocacionRentaVariableMixtaInternacionalRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">428773409</iic-ges:ComparativaVocacionRentaVariableEuroPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableEuroParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">21533</iic-ges:ComparativaVocacionRentaVariableEuroParticipes>
<iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.87</iic-ges:ComparativaVocacionRentaVariableEuroRentabilidad>
<iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">832769422</iic-ges:ComparativaVocacionRentaVariableInternacionalPatrimonio>
<iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">51716</iic-ges:ComparativaVocacionRentaVariableInternacionalParticipes>
<iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.99</iic-ges:ComparativaVocacionRentaVariableInternacionalRentabilidad>
<iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">1805533</iic-ges:ComparativaVocacionIICGestionReferenciadaPatrimonio>
<iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">72</iic-ges:ComparativaVocacionIICGestionReferenciadaParticipes>
<iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICGestionReferenciadaRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">83769340</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoPatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">2391</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">3.03</iic-ges:ComparativaVocacionGarantizadoRendimientoFijoRentabilidad>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">1059099062</iic-ges:ComparativaVocacionGarantizadoRendimientoVariablePatrimonio>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">27170</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableParticipes>
<iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.83</iic-ges:ComparativaVocacionGarantizadoRendimientoVariableRentabilidad>
<iic-ges:ComparativaVocacionGarantiaParcialPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">60378389</iic-ges:ComparativaVocacionGarantiaParcialPatrimonio>
<iic-ges:ComparativaVocacionGarantiaParcialParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">2081</iic-ges:ComparativaVocacionGarantiaParcialParticipes>
<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.31</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
<iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">48523938</iic-ges:ComparativaVocacionRetornoAbsolutoPatrimonio>
<iic-ges:ComparativaVocacionRetornoAbsolutoParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">12254</iic-ges:ComparativaVocacionRetornoAbsolutoParticipes>
<iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">1.11</iic-ges:ComparativaVocacionRetornoAbsolutoRentabilidad>
<iic-ges:ComparativaVocacionGlobalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">27359368</iic-ges:ComparativaVocacionGlobalPatrimonio>
<iic-ges:ComparativaVocacionGlobalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">536</iic-ges:ComparativaVocacionGlobalParticipes>
<iic-ges:ComparativaVocacionGlobalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-3.82</iic-ges:ComparativaVocacionGlobalRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoConstanteDeudaPublicaRentabilidad>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadPatrimonio>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadParticipes>
<iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMCortoPlazoValorLiquidativoBajaVolatilidadRentabilidad>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariablePatrimonio>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableParticipes>
<iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionFMMEstandarValorLiquidativoVariableRentabilidad>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">855464601</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoPatrimonio>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">10154</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoParticipes>
<iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">-0.10</iic-ges:ComparativaVocacionRentaFijaEuroCortoPlazoRentabilidad>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndicePatrimonio>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceParticipes>
<iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICQueReplicaUnIndiceRentabilidad>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoPatrimonio>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">0</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoParticipes>
<iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.00</iic-ges:ComparativaVocacionIICConObjetivoConcretoDeRentabilidadNoGarantizadoRentabilidad>
<iic-ges:ComparativaVocacionTotalPatrimonio contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="euro">8608451053</iic-ges:ComparativaVocacionTotalPatrimonio>
<iic-ges:ComparativaVocacionTotalParticipes contextRef="FIM_T32019_V-87419040_da" decimals="0" unitRef="pure">212312</iic-ges:ComparativaVocacionTotalParticipes>
<iic-ges:ComparativaVocacionTotalRentabilidad contextRef="FIM_T32019_V-87419040_da" decimals="2" unitRef="pure">0.78</iic-ges:ComparativaVocacionTotalRentabilidad>
</iic-ges:ComparativaRentabilidadMedia>
</xbrli:xbrl>