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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-86287018_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL A2</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">3295535</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">267</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-86287018_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">55247852.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">34431947.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">21315285.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">20310434.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">16.7645</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">15.7193</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">14.1031</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">14.9640</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.51</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">1.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.51</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">1.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-86287018_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-86287018_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">6.65</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">11.46</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">-5.75</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy5" unitRef="pure">4.90</iic-com:RentabilidadIIC>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">0.52</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-86287018_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-86287018_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">5</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL A3</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">471504</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">24</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-86287018_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">5746381.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">2732352.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">2575946.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">2961611.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">12.1873</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">11.3706</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">10.1507</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">10.7166</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">822261</iic-com-fon:NumeroParticipaciones>
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<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">9734189.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">6363947.00</iic-com:Patrimonio>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">0.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">1.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">0.95</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">1.87</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">12.36</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-86287018_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">2.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">2.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">2.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">2.79</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">2.94</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">3.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">3.87</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">9.18</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-86287018_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-86287018_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL D1</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">432531</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">7604925.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">8781198.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">36267516.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">54079176.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2024-12-31</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">16.4040</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">14.6440</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">15.4604</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.50</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-86287018_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-86287018_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">7.18</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">12.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">-5.28</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">4.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy5" unitRef="pure">5.43</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S22024_V-86287018_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">0.52</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">0.94</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">1.13</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">3.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy5" unitRef="pure">4.51</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-86287018_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">4.14</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">4.15</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">4.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">4.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">4.23</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.87</iic-com:RatioTotalGastos>
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<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-86287018_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-86287018_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL D2</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">298358</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">26</iic-com-fon:NumeroParticipes>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">3629819.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">2408219.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">1442205.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">1377636.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2024-12-31</iic-com:FechaDefinitivo>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">11.4076</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">10.2346</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">10.8594</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.51</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">1.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.51</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">1.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-86287018_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-86287018_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">6.65</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">11.46</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">-5.75</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">3.70</iic-com:RentabilidadIIC>
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<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S22024_V-86287018_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
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<iic-fil:MedidasRiesgoFIL>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">1.11</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">12.44</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">3.87</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-86287018_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">2.35</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">2.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">2.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">2.60</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">3.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">1.26</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">1.27</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-86287018_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-86287018_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">6</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL D3</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">165723</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">3</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-86287018_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">2019739.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">1665881.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">1511326.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">2786439.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2024-12-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">12.1874</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">11.3707</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">10.1506</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">10.7166</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-86287018_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">8</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-86287018_ia">EUROPEAN IN FUN ESG SEL FIL D4</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-86287018_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-86287018_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-86287018_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">503427.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">528963.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-86287018_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-86287018_ia">2023-01-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">10.0037</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-86287018_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy" unitRef="euro">10.0037</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy2" unitRef="euro">9.7617</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-86287018_ipy3" unitRef="euro">10.2545</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-86287018_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-86287018_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_da" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-86287018_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">2.48</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">-4.81</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S22024_V-86287018_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">1.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">12.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22024_V-86287018_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_daq" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq2" unitRef="pure">0.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpq3" unitRef="pure">0.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">90.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">3.87</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_daa" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy" unitRef="pure">0.01</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy2" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-86287018_dpy3" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-86287018_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-86287018_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-86287018_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S22024_V-86287018_da">A cierre del segundo semestre del a&#241;o 2024 los Fondos Subyacentes del European Income Fund - ESG Selection, FIL ten&#237;an invertido el 100% de su valor patrimonial en 176 pr&#233;stamos y bonos europeos de alto rendimiento. Por pa&#237;ses, las inversiones en compa&#241;&#237;as de Francia, Reino Unido e Italia tienen el mayor peso del total de la cartera, con un 14%, 13% y 12%, respectivamente, del patrimonio. Por industria, los sectores de salud, tecnolog&#237;a y servicios son los que tienen una mayor representaci&#243;n, con un 13%, 12% y 10% del patrimonio respectivamente.



Los fondos subyacentes han realizado inversiones durante el segundo semestre en pr&#233;stamos como Areas E+5% TLB con vencimiento 2029 y bonos como AccorInvest 5.5% Secured Note con vencimiento en 2031.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22024_V-86287018_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
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<iic-com:HechoRelevanteOtros contextRef="FIL_S22024_V-86287018_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22024_V-86287018_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasAvales contextRef="FIL_S22024_V-86287018_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22024_V-86287018_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22024_V-86287018_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S22024_V-86287018_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22024_V-86287018_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22024_V-86287018_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
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</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S22024_V-86287018_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22024_V-86287018_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. 




a) Visi&#243;n de la gestora&#47;sociedad sobre la situaci&#243;n de los mercados.

El desempe&#241;o en el segundo semestre de 2024 de los fondos subyacentes fue positivo (+3,9% neto en el semestre para la clase A1, +7.2% neto en el a&#241;o), y superior al de fondos competidores e &#237;ndices de referencia. Una inflaci&#243;n m&#225;s controlada, y con expectativas de bajar al entorno del 2% en Europa en 2025, y el inicio de las bajadas de tipos, de un 0.75% en el segundo semestre del a&#241;o hasta situarse en el 3% a niveles de marzo de 2023, han derivado en buenos resultados de las empresas de nuestra cartera. Tras un semestre marcado por las bajadas de tipos de inter&#233;s, la probabilidad de recesi&#243;n en el corto&#47;medio plazo tanto en Europa como en Estados Unidos es casi inexistente para la mayor&#237;a de los expertos, que por el contrario estiman crecimientos moderados en Europa de alrededor del 2%, lo que supone un escenario favorable para el mercado de Renta Fija como demuestran las rentabilidades de entrada que presentan tanto los &#237;ndices como nuestro fondo.



Los hitos m&#225;s relevantes del fondo durante el segundo semestre fueron (i) lograr de nuevo uno de los semestres m&#225;s rentables desde su creaci&#243;n hace m&#225;s de 12 a&#241;os, haci&#233;ndolo adem&#225;s acabando todos los meses con rentabilidad positiva, lo que supone 14 meses consecutivos con rentabilidad positiva. (ii) Aumentar su patrimonio hasta los 895m de Euros desde los 746m de Euros con los que acab&#243; 2023, creciendo un 20% en el a&#241;o y m&#225;s de 12M de media cada mes de 2024. Estos casi 900m Euros son el patrimonio m&#225;s elevado del fondo hasta el momento, lo que contin&#250;a reflejando la confianza de los inversores en el car&#225;cter defensivo de la estrategia y el buen hacer de los gestores del fondo. Resaltar tambi&#233;n que el fondo contin&#250;a a la cabeza de las mejores pr&#225;cticas ambientales, sociales y de gobierno en cuanto a selecci&#243;n de inversiones de renta fija corporativa.



En el mismo periodo el &#237;ndice Credit Suisse Western European High Yield obtuvo un +5,2% y el &#237;ndice Credit Suisse Western European Leveraged Loans un +4,2%, el primero por encima del fondo y el segundo por debajo de &#233;ste, que obtuvo un +4,6% bruto en el segundo trimestre de 2024. En t&#233;rminos anuales, el fondo supera a ambos &#237;ndices (High Yield 7.9%, Leveraged Loans 8.5% y el Fondo 8.6% bruto). Estos resultados respaldan nuestra estrategia centrada en renta fija a tipo flotante y con capacidad para ir rotando la duraci&#243;n seg&#250;n las circunstancias del mercado, as&#237; como la estrategia seguida por los gestores. Asimismo, cabe resaltar que la rentabilidad a vencimiento de la cartera en 6,6% a diciembre de 2024 sigue siendo muy atractiva.




b) Decisiones generales de inversi&#243;n adoptadas.

Durante el segundo semestre de 2024 los gestores del fondo han mantenido la alta diversificaci&#243;n de &#233;ste, que cuenta con 176 posiciones vs. las 159 posiciones a diciembre de 2023. El fondo contin&#250;a con una gran diversificaci&#243;n geogr&#225;fica, siendo Francia el pa&#237;s m&#225;s representado en nuestra cartera con un 14% y con solo 3 geograf&#237;as que representan m&#225;s del 10% de la cartera. En l&#237;nea con el 2023, los bonos tienen un peso mayor actualmente (54% vs. 39% y 7% liquidez a diciembre de 2024) evidenciando nuestra gesti&#243;n activa que conlleva la rotaci&#243;n de posiciones para adaptarnos a las circunstancias de un mercado en el que ahora el riesgo de duraci&#243;n est&#225; pasando a un segundo plano (del 54% de los bonos, un 11% son a tipo flotante y otro 11% de corta duraci&#243;n). Esta gesti&#243;n din&#225;mica de aumentar o reducir duraci&#243;n en funci&#243;n de la expectativa de tipos de inter&#233;s la ha practicado el fondo, con un historial de &#233;xito contrastado, en diferentes etapas de su vida (i.e. 2013, 2018, 2020 o 2022). 



El precio medio de los activos en la cartera es de 100,6% y la rentabilidad a vencimiento del 6,6%, lo que representa un muy buen punto de entrada para los inversores dado que hist&#243;ricamente, en periodos de baja cifra de fallidos como el actual, el dato m&#225;s fiable de rentabilidades anualizadas a futuro (i.e. pr&#243;ximos 4-5 a&#241;os) es la rentabilidad a vencimiento del momento de entrada. El fondo contin&#250;a presentando sobre ponderaci&#243;n de activos a tasa flotante y corta duraci&#243;n (pr&#233;stamos corporativos sindicados l&#237;quidos 32%, bonos a tipo flotante 11%, bonos de corta duraci&#243;n 11% y pr&#233;stamos en formato CLO con rating BB&#47;BBB 7%) con una duraci&#243;n de la cartera de 1,3 a&#241;os. Se mantuvo asimismo la infra ponderaci&#243;n de sectores m&#225;s c&#237;clicos y no se tiene exposici&#243;n a materias primas o mercados emergentes.




c) &#205;ndice de referencia.

&#205;ndice compuesto al 50&#47;50 por el Credit Suisse Western European High Yield y el Credit Suisse European Leveraged Loans.






d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.

El patrimonio aumento durante la segunda mitad de a&#241;o en 51 millones de euros hasta llegar a 216.237.994 euros. 

El n&#250;mero de part&#237;cipes actual es 491.

La rentabilidad del FIL en la segunda mitad de a&#241;o ascendi&#243; un 3,89% para las clases A1, A3, D1 y D3, un 3,88% para las clases A2 y D2 y un 4,15% para la clase A4.

Los gastos de administraci&#243;n y depositar&#237;a durante el segundo semestre ascendi&#243; a 56.000 euros.




e) Rendimiento del fondo en comparaci&#243;n con el resto de los fondos de la gestora. 

La rentabilidad neta acumulada por el European Income Fund - ESG Selection, FIL en el segundo semestre de 2024 ha sido de +3,9% neto &#47; 4.6% bruto lo cual representa un resultado muy bueno y en consonancia con la expectativa de rentabilidad anunciada a inicios del a&#241;o para el global del a&#241;o, de en torno al 6-8% y que finalmente ha sido del 7.2% neto. Adem&#225;s, una vez m&#225;s este resultado supone un sobredesempe&#241;o respecto a lo realizado por &#237;ndices de referencia (+8.2% considerando una media de los mismos vs un 8.6% bruto del Fondo) y fondos competidores, y refrenda el buen comportamiento no solo defensivo del fondo ante situaciones dif&#237;ciles de los mercados, si no tambi&#233;n captando mayores subidas en &#233;pocas de buen comportamiento del mercado. El European Senior Floating Rate Fund - ESG Selection, FIL obtuvo un +3,4% neto &#47; 6.9% neto en el a&#241;o y el Low Volatility European Income Fund - ESG Selection un +4,6% neto &#47; 7.9% neto en el a&#241;o en el mismo periodo.

 




2. INFORMACION SOBRE LAS INVERSIONES.




a) Inversiones concretas realizadas durante el periodo.

A cierre del segundo semestre del a&#241;o 2024 los Fondos Subyacentes del European Income Fund - ESG Selection, FIL ten&#237;an invertido el 100% de su valor patrimonial en 176 pr&#233;stamos y bonos europeos de alto rendimiento. Por pa&#237;ses, las inversiones en compa&#241;&#237;as de Francia, Reino Unido e Italia tienen el mayor peso del total de la cartera, con un 14%, 13% y 12%, respectivamente, del patrimonio. Por industria, los sectores de salud, tecnolog&#237;a y servicios son los que tienen una mayor representaci&#243;n, con un 13%, 12% y 10% del patrimonio respectivamente.



Los fondos subyacentes han realizado inversiones durante el segundo semestre en pr&#233;stamos como Areas E+5% TLB con vencimiento 2029 y bonos como AccorInvest 5.5% Secured Note con vencimiento en 2031. 




b) Operativa de pr&#233;stamo de valores. 

 


c) Operativa en derivados y adquisici&#243;n temporal de activos.

Ninguna actividad




d) Otra informaci&#243;n sobre inversiones. 

N&#47;A




3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.

Las expectativas del equipo de gesti&#243;n para 2025 son de continuar con rentabilidades positivas, si bien se espera un a&#241;o m&#225;s vol&#225;til que el 2024. El yield de la cartera es muy atractivo, lo que implica no s&#243;lo un margen de seguridad muy importante ante ca&#237;das futuras sino tambi&#233;n un potencial de apreciaci&#243;n significativo. Bas&#225;ndonos en la estrategia de ingresos por cup&#243;n y con un cup&#243;n medio del 6,6%, la rentabilidad anual del 2025 deber&#237;a rondar el 6%, considerando que el precio medio, de 100.6% oscilar&#225; ligeramente.






4. RIESGO ASUMIDO POR EL FONDO.

El fondo contin&#250;a demostrando un perfil defensivo dentro de la renta fija de alto rendimiento europea, avalado por su baja volatilidad (3,8% desde inicio) y presentando un &#250;nico fallido desde su creaci&#243;n (0,2% de la cartera), reflejado en un track record de acabar desde su lanzamiento en 2011 todos los a&#241;os salvo 2022 en positivo, as&#237; como m&#225;s del 76% de los liquidativos mensuales en positivo desde inicio. El perfil de la cartera tambi&#233;n contin&#250;a teniendo un sesgo defensivo dentro de la categor&#237;a de cr&#233;dito de alto rendimiento europeo ya que los activos con colateral de primer rango siguen siendo mayor&#237;a en los fondos subyacentes (85%), y los activos a tipo flotante y de corta duraci&#243;n representan un 68% de la cartera, sin riesgo de duraci&#243;n (1,3 a&#241;os).






5. EJERCICIO DERECHOS POLITICOS. 

N&#47;A




6. INFORMACION Y ADVERTENCIAS CNMV.

N&#47;A




7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 

N&#47;A 




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.

No se han repercutido al fondo ning&#250;n tipo de costes derivados del servicio de an&#225;lisis. 

 




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

Ninguno




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 

El primer semestre de 2025 ha comenzado con volatilidad y a la fecha de redactar este informe a mediados de enero el fondo est&#225; un +0,1% bruto arriba en el mes. La incertidumbre geopol&#237;tica sigue presente pero parece que va amainando, y el foco se va a centrar en las pol&#237;ticas de Trump y tambi&#233;n en las bajadas de tipos por parte de los Bancos Centrales. Los gestores del fondo mantendr&#225;n el sesgo defensivo de la selecci&#243;n de activos y, progresivamente, continuaran aumentando la duraci&#243;n del fondo dado que el riesgo duraci&#243;n continuar&#225; disminuyendo en 2025. En un contexto marcado por una expectativa de crecimiento muy moderado y unos tipos que, si bien continuaran bajando, no volver&#225;n a cero, e incluso posiblemente no bajaran del 2% en el medio plazo, el atractivo de estrategias de renta fija de corta duraci&#243;n y alto rendimiento con sesgo defensivo como la del fondo deber&#237;a dar lugar a un desempe&#241;o muy atractivo para los inversores.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22024_V-86287018_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22024_V-86287018_da">La remuneraci&#243;n total abonada en el a&#241;o 2024 al personal de la Gestora fue 22.084.940 euros. De esta remuneraci&#243;n total, se corresponde a remuneraci&#243;n fija 8.918.509 euros y a remuneraci&#243;n variable 13.166.430 euros, de la que 6.033.997 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. El n&#250;mero total de beneficiarios en el a&#241;o 2024 es de 125 empleados (a 31&#47;12&#47;2024 hab&#237;a 88 empleados). El n&#250;mero de empleados beneficiarios de remuneraci&#243;n variable fue de 93. 

 

A fecha del informe la remuneraci&#243;n total abonada a los altos cargos fue de 12.588.610 euros (19 personas son altos cargos), que se desglosa en una remuneraci&#243;n fija total de 3.777.148 euros y una remuneraci&#243;n variable total de 8.811.463 euros, de la que 4.368.633 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC. En cuanto a al colectivo identificado cuya actuaci&#243;n tenga una incidencia material en el perfil riesgo de la IIC, &#233;stos son 20 personas y han recibido una remuneraci&#243;n total de 12.760.268 euros (remuneraci&#243;n fija de 3.900.739 euros y remuneraci&#243;n variable de 8.859.530 euros, de la que 4.373.700 euros correspondieron a remuneraci&#243;n variable ligada a la comisi&#243;n de gesti&#243;n variable de las IIC) 

 

Arcano Capital SGIIC, S.A.U. se encuentra adherida al modelo de retribuci&#243;n y compensaci&#243;n del Grupo Arcano Partners a nivel global. Los principios de este modelo retributivo se centran en recompensar el desempe&#241;o, la rentabilidad a largo plazo, el buen gobierno corporativo y el estricto control del riesgo, y son revisados con car&#225;cter peri&#243;dico (como m&#237;nimo con car&#225;cter anual), para actualizarla y asegurar su adecuaci&#243;n a los requerimientos legales. En concreto, dichos principios son: 1) Atraer y comprometer a un colectivo de empleados diverso y con talento; 2) Gesti&#243;n eficaz del desempe&#241;o individual y de la comunicaci&#243;n, 3) Alinear la remuneraci&#243;n con la rentabilidad sostenible y 4) Apoyo adecuado y asunci&#243;n de riesgos controlado. 

 

El modelo de remuneraci&#243;n incluye un elemento fijo (salario y beneficios sociales) y otro variable (bonus). La proporci&#243;n entre la retribuci&#243;n fija y variable resulta acorde con lo establecido en la normativa y lo recomendado por las entidades supervisoras. La retribuci&#243;n variable se basa en los resultados econ&#243;micos obtenidos por la compa&#241;&#237;a y en la evaluaci&#243;n del rendimiento, la actitud y la aptitud del empleado. Dado que no existen elementos de retribuci&#243;n variable garantizados, la flexibilidad de la estructura de compensaci&#243;n es tal que es posible suprimir totalmente la remuneraci&#243;n variable.</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S22024_V-86287018_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
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