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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daq" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq2" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq3" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">5.47</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">2.18</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">0.48</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">0.57</iic-com:RatioTotalGastos>
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<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-88151402_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:DenominacionClase contextRef="FIL_S22024_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FI</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">28580</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-88151402_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">3535607.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">3407543.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">7137122.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">8248800.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-88151402_ia">2024-09-30</iic-com:FechaDefinitivo>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">119.2300</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">113.7391</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">116.3878</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.74</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-88151402_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-88151402_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">3.76</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daq" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq2" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq3" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">5.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">6.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">1.08</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">0.74</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-88151402_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-88151402_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_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_S22024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:DenominacionClase contextRef="FIL_S22024_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FIL FR</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">32117</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">45</iic-com-fon:NumeroParticipes>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-88151402_ia">125.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">3866190.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">3740126.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">6952366.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">8076406.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-88151402_ia">2024-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">120.3790</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">116.4538</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">111.6477</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">114.8203</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">1.11</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">1.11</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-88151402_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-88151402_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-88151402_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">3.37</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daq" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq2" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq3" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">6.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">2.29</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">1.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">1.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">1.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">1.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">1.24</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-88151402_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-88151402_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22024_V-88151402_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22024_V-88151402_ia">AC ADVANTAGE CRED.STRAT.FL FSI</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22024_V-88151402_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">40957</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="pure">4</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22024_V-88151402_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22024_V-88151402_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22024_V-88151402_ia">250.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">5118775.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">4925986.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">9665723.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">11148458.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22024_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22024_V-88151402_ia">2024-09-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">124.9794</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22024_V-88151402_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy" unitRef="euro">120.2723</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy2" unitRef="euro">114.5042</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22024_V-88151402_ipy3" unitRef="euro">116.9366</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22024_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.20</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.59</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_da" unitRef="pure">0.20</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.59</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S22024_V-88151402_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-88151402_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22024_V-88151402_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">3.91</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">5.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_daq" unitRef="pure">5.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq" unitRef="pure">5.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq2" unitRef="pure">5.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpq3" unitRef="pure">5.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">5.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">5.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">6.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">2.47</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_daa" unitRef="pure">0.66</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy2" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy3" unitRef="pure">0.87</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22024_V-88151402_dpy5" unitRef="pure">0.68</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22024_V-88151402_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22024_V-88151402_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22024_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_S22024_V-88151402_da">No aplicable.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22024_V-88151402_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioGestora>
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</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22024_V-88151402_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22024_V-88151402_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22024_V-88151402_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
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<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22024_V-88151402_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22024_V-88151402_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-88151402_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22024_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.

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. 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.

En el segundo semestre de 2024 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%. Nuestro fondo, que a fecha de redacci&#243;n de esta nota a mitad de enero de 2025 a&#250;n no ha sido valorado a cierre del &#250;ltimo trimestre de 2024, present&#243; un 1.62% neto en el tercer trimestre del a&#241;o y acabar&#225; el a&#241;o en l&#237;nea con los &#237;ndices.




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. 

La rentabilidad hasta la fecha (septiembre 2024) es de un +28.04% neto, y se han distribuido m&#225;s de EUR87M, que suponen un 73%.

En cuanto a las posiciones del fondo, este manten&#237;a a fecha del &#250;ltimo reporte en junio de 2024 tres activos principales: la cartera RCF, la exposici&#243;n CLO y un pr&#233;stamo CRE a un hotel de Tenerife.

En la cartera RCF, Ahlsell refinanci&#243; en el tercer trimestre su estructura de capital tal y como hab&#237;amos previsto, aprovechando las s&#243;lidas condiciones del mercado para los emisores. As&#237; pues, el Fondo ha salido de su posici&#243;n en el RCF. Como ya mencionamos en informes anteriores, Inspired, Exact y Parques Reunidos hab&#237;an prorrogado sus vencimientos, pero dejaron el RCF en run-off hasta el vencimiento indicado. En diciembre de 2024 hemos liquidado estas posiciones con fecha efectiva primer trimestre de 2025.

La refinanciaci&#243;n del Proyecto Element (Hotel en Tenerife) avanza a buen ritmo y, aunque el proceso de refinanciaci&#243;n se ha demorado m&#225;s de lo previsto, se llevar&#225; a cabo en el primer trimestre de 2025.

La cartera de CLO se liquid&#243; en diciembre de 2024, arrojando buenos resultados.


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 se liquidar&#225; en el primer trimestre de 2025.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22024_V-88151402_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22024_V-88151402_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-88151402_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
