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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-88151402_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_S12025_V-88151402_daa" unitRef="pure">1.07</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">2.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daq" unitRef="pure">2.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq" unitRef="pure">2.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq2" unitRef="pure">5.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq3" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">5.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">5.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">6.94</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">0.56</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FI</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">658</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">11</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-88151402_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-88151402_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">82009.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy" unitRef="euro">429826.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy2" unitRef="euro">3407543.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy3" unitRef="euro">7137122.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-88151402_ia">2025-06-05</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">124.6544</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy" unitRef="euro">123.6024</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy2" unitRef="euro">119.2300</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy3" unitRef="euro">113.7391</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.57</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.57</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.57</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.57</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-88151402_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_S12025_V-88151402_daa" unitRef="pure">0.85</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">2.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daq" unitRef="pure">2.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq" unitRef="pure">2.74</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq2" unitRef="pure">5.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq3" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">5.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">5.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">7.23</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">1.13</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">1.07</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FR</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">739</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="pure">45</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-88151402_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-88151402_ia">125.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">89373.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy" unitRef="euro">469425.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy2" unitRef="euro">3740126.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-88151402_ipy3" unitRef="euro">6952366.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-88151402_ia">2025-06-05</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">120.8860</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy" unitRef="euro">120.1223</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy2" unitRef="euro">116.4538</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-88151402_ipy3" unitRef="euro">111.6477</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.85</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.85</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.85</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.85</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-88151402_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-88151402_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_S12025_V-88151402_daa" unitRef="pure">0.64</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">2.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daq" unitRef="pure">2.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq" unitRef="pure">2.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq2" unitRef="pure">5.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq3" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">5.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">7.02</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">1.71</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">1.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">1.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">1.57</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.94</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_daq" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq" unitRef="pure">2.72</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq2" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpq3" unitRef="pure">5.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">5.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">5.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">7.64</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_daa" unitRef="pure">0.65</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy" unitRef="pure">0.94</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy2" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy3" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-88151402_dpy5" unitRef="pure">0.87</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12025_V-88151402_da">No aplicable.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
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</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V-88151402_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
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</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12025_V-88151402_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V-88151402_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.

Marzo registr&#243; un cambio de sentimiento en el cr&#233;dito europeo, con retornos negativos tanto en High Yield como en Pr&#233;stamos Apalancados (Leveraged Loans) por primera vez en lo que va del a&#241;o. Los activos de riesgo se vieron presionados hacia finales del mes, a medida que se intensific&#243; la ret&#243;rica proteccionista en EE.UU. antes del anuncio de aranceles del llamado "D&#237;a de la Liberaci&#243;n", lo que llev&#243; a una oleada de reducci&#243;n de riesgo (de-risking). El &#237;ndice de High Yield cay&#243; un -1.0% en el mes &#47; +0.6% en el a&#241;o, los Pr&#233;stamos Apalancados europeos descendieron un -0.5% &#47; +1%, marcando el peor mes para los pr&#233;stamos desde octubre de 2023, mientras que el cr&#233;dito con grado de inversi&#243;n (IG) se contrajo un -0.9% &#47; +0.2%.

Abril comenz&#243; con volatilidad, ya que EE.UU. confirm&#243; nuevos aranceles generalizados sobre una amplia gama de importaciones, incluidas las provenientes de la UE. El anuncio sacudi&#243; los mercados y provoc&#243; una fuerte revalorizaci&#243;n del riesgo de cr&#233;dito, con el iTraxx Xover cerca de los 350 puntos b&#225;sicos, el nivel m&#225;s amplio registrado en m&#225;s de un a&#241;o. Los m&#225;s afectados fueron los cr&#233;ditos ligados al comercio global, especialmente en los sectores de automoci&#243;n, qu&#237;micos y consumo discrecional.

Los mercados primarios han permanecido abiertos, aunque la actividad se desaceler&#243; notablemente, con varios emisores optando por retrasar operaciones o ofrecer mayores concesiones. A pesar de ello, los factores t&#233;cnicos siguen siendo ampliamente favorables, con una demanda sostenida por parte de CLOs e inversores en tasa flotante que mantiene un soporte bajo los diferenciales.

La incertidumbre relacionada con los aranceles tambi&#233;n ha dado lugar a revisiones macroecon&#243;micas pronunciadas: Deutsche Bank ahora proyecta un crecimiento del PIB de EE.UU. de solo un 1% para 2025, con una inflaci&#243;n PCE subyacente al alza hasta el 4%, una combinaci&#243;n que podr&#237;a llevar a hasta cuatro recortes de tipos por parte de la Fed este a&#241;o. Mientras tanto, el crecimiento del &#193;rea del Euro ha sido revisado a la baja a un rango del 0.25% - 0.50%, con expectativas de un mayor alivio por parte del BCE y la posibilidad de un importante apoyo fiscal por parte de Alemania.

Con rendimientos agregados a&#250;n atractivos y fundamentos t&#233;cnicos intactos, mantenemos una postura selectiva, centrada en cr&#233;ditos con perfiles de flujo de caja resilientes, posicionamiento sectorial defensivo y fuerte liquidez.




b) Decisiones generales de inversi&#243;n adoptadas.




c) &#205;ndice de referencia.

Ninguno

 


d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. N&#47;A 




e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.

Rendimiento relativo positivo




2. INFORMACION SOBRE LAS INVERSIONES. 




a) Inversiones concretas realizadas durante el periodo. N&#47;A


b) Operativa de pr&#233;stamo de valores. N&#47;A 


c) Operativa en derivados y adquisici&#243;n temporal de activos. N&#47;A


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



3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

El fondo se encuentra actualmente en proceso de liquidaci&#243;n. Durante febrero, el fondo realiz&#243; una distribuci&#243;n de EUR48 millones, representando aproximadamente el 40% del coste.

Las acciones de Cineworld que se vendieron en diciembre finalmente se liquidaron y el pago en efectivo se recibi&#243; durante mayo. Tambi&#233;n se liquidaron dos inversiones residuales en CLO durante el trimestre.

Con estos ingresos y la distribuci&#243;n "final" recibida del subfondo RCF, el fondo realizar&#225; una distribuci&#243;n a los LPs de aproximadamente EUR5 millones, habiendo devuelto cerca del 118% del capital a los inversores.

Proforma de esta distribuci&#243;n, el fondo no tendr&#225; activos materiales restantes, salvo un peque&#241;o colch&#243;n de efectivo retenido durante el proceso de liquidaci&#243;n.




4. RIESGO ASUMIDO POR EL FONDO.

Casi la totalidad del fondo estuvo invertido en activos senior garantizados, reflejando las caracter&#237;sticas defensivas de la cartera. La cartera del fondo estaba muy diversificada tanto por geograf&#237;as como por sectores. 




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. N&#47;A 




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.

El periodo de inversi&#243;n del fondo finaliz&#243; en diciembre 2020 y est&#225; completando el proceso de liquidaci&#243;n.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12025_V-88151402_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12025_V-88151402_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
