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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.36</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daq" unitRef="pure">3.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq2" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq3" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">4.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">5.36</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.78</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">1.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-06929160_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, FIB</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-06929160_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">7020</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-06929160_ia"></iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">1013825.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">1159186.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">811300.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy3" unitRef="euro">341879.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-06929160_ia">2025-10-21</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">144.4115</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">139.8747</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">129.4695</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy3" unitRef="euro">115.3881</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.90</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.51</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.33</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.87</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">4.23</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S22025_V-06929160_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-06929160_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_S22025_V-06929160_daa" unitRef="pure">3.24</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daq" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq" unitRef="pure">3.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq2" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq3" unitRef="pure">3.77</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">4.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">5.38</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">1.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.51</iic-com:ComisionGestionCobradaResultados>
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<iic-fil:MedidasRiesgoFIL>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.99</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">1.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">1.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-06929160_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>

</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">9</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-06929160_ia">ARCANO CAPITAL SOL.II FIL,SI</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-06929160_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">0</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">0</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S22025_V-06929160_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-06929160_ia">10.000.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy3" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-06929160_ia">2025-10-31</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">0.0000</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">0.0000</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-06929160_ia">false</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">0.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S22025_V-06929160_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S22025_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, B</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S22025_V-06929160_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="pure">133102</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S22025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">17032300.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">29617144.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">20664902.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy3" unitRef="euro">8641075.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S22025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S22025_V-06929160_ia">2025-10-21</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">127.9641</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S22025_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">145.7902</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">134.2276</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S22025_V-06929160_ipy3" unitRef="euro">118.6316</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.23</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.58</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.53</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">2.80</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.76</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S22025_V-06929160_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S22025_V-06929160_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_S22025_V-06929160_daa" unitRef="pure">2.92</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">13.15</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S22025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">38.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">5.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daq" unitRef="pure">5.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq" unitRef="pure">4.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq2" unitRef="pure">4.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq3" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.65</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">0.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-fil:MedidasRiesgoFIL>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionMinimaDescripcion contextRef="FIL_S22025_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy" unitRef="euro">2048627.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S22025_V-06929160_ipy2" unitRef="euro">1420975.00</iic-com:Patrimonio>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S22025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0.49</iic-com:ComisionGestionCobradaResultados>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">10.83</iic-com:RentabilidadIIC>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">33.06</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S22025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_daq" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq2" unitRef="pure">3.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpq3" unitRef="pure">3.98</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">4.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">6.06</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">1.19</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy" unitRef="pure">1.69</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy2" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S22025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S22025_V-06929160_da">true</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIL_S22025_V-06929160_ia">true</iic-com:AplicacionRatioGastos>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S22025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">3.21</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-06929160_dpp" unitRef="pure">4.33</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuido decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">7.49</iic-com:VariacionPatrimonialBeneficioDistribuido>
<iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">-31.32</iic-com:VariacionPatrimonialBeneficioDistribuidoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">2.99</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-06929160_dpp" unitRef="pure">0.58</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNeto decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">3.42</iic-com:VariacionPatrimonialRendimientoNeto>
<iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">381.75</iic-com:VariacionPatrimonialRendimientoNetoRespectoFinAnterior>
<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">3.81</iic-com:VariacionPatrimonialRendimientoGestion>
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<iic-com:VariacionPatrimonialRendimientoGestion decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">7.32</iic-com:VariacionPatrimonialRendimientoGestion>
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<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-06929160_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacion decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacion>
<iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0</iic-com:VariacionPatrimonialGastosFinanciacionRespectoFinAnterior>
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<iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">-11.03</iic-com:VariacionPatrimonialOtrosGastosRespectoFinAnterior>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-06929160_dpp" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresos decimals="2" contextRef="FIL_S22025_V-06929160_daa" unitRef="pure">0</iic-com:VariacionPatrimonialIngresos>
<iic-com:VariacionPatrimonialIngresosRespectoFinAnterior decimals="2" contextRef="FIL_S22025_V-06929160_da" unitRef="pure">-100</iic-com:VariacionPatrimonialIngresosRespectoFinAnterior>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-06929160_da" unitRef="euro">35961011.53</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-06929160_dpp" unitRef="euro">37389510.57</iic-com:VariacionPatrimonialFinPeriodoActual>
<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S22025_V-06929160_daa" unitRef="euro">35961011.53</iic-com:VariacionPatrimonialFinPeriodoActual>
</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S22025_V-06929160_da">El fondo ha completado 79 transacciones desde inicio y cuenta con una diversificaci&#243;n muy amplia tanto por tipo de operaci&#243;n, donde contamos con RCFs, CLOs, financiaci&#243;n de litigios, cartera de NPLs, operaciones de high yield oportunista y pr&#233;stamos directos. Como entre jurisdicciones y sectores, donde la diversificaci&#243;n es muy atractiva.

Los tipos de activos m&#225;s sobreponderados son las carteras de RCFs y NPLs (non-performing loans), donde estamos encontrando activos en un entorno con muy poca competencia. El fondo est&#225; aprovechando la presi&#243;n de venta forzada y la oportunidad de adquirir pr&#233;stamos en niveles de estr&#233;s, con objetivos de rentabilidad superiores al 15%.

El fondo est&#225; completamente comprometido e invertido, habiendo construido una cartera de cr&#233;dito senior secured de alta calidad y bien diversificada. A cierre de 2025 el fondo master ha distribuido un 21%.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S22025_V-06929160_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S22025_V-06929160_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S22025_V-06929160_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S22025_V-06929160_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S22025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S22025_V-06929160_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S22025_V-06929160_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S22025_V-06929160_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. 



Diciembre marc&#243; un cierre constructivo de 2025 para los mercados de cr&#233;dito europeos, ya que los inversores navegaron un entorno macro de final de ciclo caracterizado por un crecimiento m&#225;s lento, una moderaci&#243;n de las presiones inflacionistas y una normalizaci&#243;n gradual de las expectativas de pol&#237;tica monetaria. En Europa, un impulso econ&#243;mico m&#225;s d&#233;bil sigui&#243; respaldando las expectativas de una postura m&#225;s acomodaticia del BCE, anclando los tipos y proporcionando un tel&#243;n de fondo favorable para los activos de renta fija. Si bien persistieron las incertidumbres geopol&#237;ticas y relacionadas con el comercio, la volatilidad se mantuvo contenida, con el sentimiento de riesgo impulsado principalmente por el carry y los fundamentales m&#225;s que por dislocaciones macro.

En este contexto, el cr&#233;dito europeo ofreci&#243; un rendimiento modesto pero positivo hacia el cierre del a&#241;o. En diciembre, el High Yield europeo retorn&#243; +0,4%, mientras que el &#237;ndice europeo de pr&#233;stamos l&#237;quidos gan&#243; +0,5%, respaldado por la generaci&#243;n de ingresos y unas condiciones t&#233;cnicas estables. Para el conjunto de 2025, el HY europeo registr&#243; una rentabilidad total de +5,3%, mientras que los Pr&#233;stamos L&#237;quidos retornaron +4,1%, reflejando un a&#241;o definido por un carry atractivo, impagos limitados y una asunci&#243;n de riesgo disciplinada.

Las condiciones t&#233;cnicas se mantuvieron favorables durante el cuarto trimestre. La actividad del mercado primario se desaceler&#243; estacionalmente en diciembre tras una intensa ventana de emisi&#243;n en oto&#241;o, con una oferta dominada por refinanciaciones m&#225;s que por transacciones de verdadero new money. Esta din&#225;mica, junto con entradas constantes en el cr&#233;dito europeo y la demanda continua de CLO, ayud&#243; a sostener unas condiciones t&#233;cnicas de mercado favorables. Si bien las valoraciones en ciertos segmentos siguen siendo ajustadas, el carry contin&#250;a representando el componente dominante de los retornos esperados, particularmente en instrumentos a tipo flotante.

Desde una perspectiva fundamental, la calidad crediticia de los emisores se mantuvo en general estable a lo largo de 2025. Los beneficios corporativos, en t&#233;rminos generales, cumplieron las expectativas, los niveles de apalancamiento se mantuvieron en gran medida sin cambios y las tasas de impago permanecieron contenidas, aunque con una dispersi&#243;n continuada entre sectores. Las industrias c&#237;clicas y expuestas a aranceles mostraron focos de presi&#243;n, lo que refuerza la importancia de la selectividad, mientras que los modelos de negocio m&#225;s defensivos y generadores de caja continuaron comport&#225;ndose bien.

Mirando atr&#225;s a 2025, el a&#241;o estuvo definido por una generaci&#243;n de ingresos consistente, unas condiciones t&#233;cnicas constructivas y un cambio desde una volatilidad impulsada por el factor macro hacia una diferenciaci&#243;n crediticia idiosincr&#225;tica. Si bien las rentabilidades totales fueron m&#225;s moderadas que en a&#241;os anteriores, los retornos estuvieron impulsados principalmente por el carry y la selecci&#243;n de cr&#233;dito en un a&#241;o caracterizado por valoraciones ajustadas y una dispersi&#243;n elevada.


b) Decisiones generales de inversi&#243;n adoptadas. 

No aplica




c) &#205;ndice de referencia. 

MSCI Eur Net




d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

No aplica




e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora. 

No aplica

 


2. INFORMACION SOBRE LAS INVERSIONES. 




a) Inversiones concretas realizadas durante el periodo. 

El fondo ha completado 79 transacciones desde inicio y cuenta con una diversificaci&#243;n muy amplia tanto por tipo de operaci&#243;n, donde contamos con RCFs, CLOs, financiaci&#243;n de litigios, cartera de NPLs, operaciones de high yield oportunista y pr&#233;stamos directos. Como entre jurisdicciones y sectores, donde la diversificaci&#243;n es muy atractiva.

Los tipos de activos m&#225;s sobreponderados son las carteras de RCFs y NPLs (non-performing loans), donde estamos encontrando activos en un entorno con muy poca competencia. El fondo est&#225; aprovechando la presi&#243;n de venta forzada y la oportunidad de adquirir pr&#233;stamos en niveles de estr&#233;s, con objetivos de rentabilidad superiores al 15%.

El fondo est&#225; completamente comprometido e invertido, habiendo construido una cartera de cr&#233;dito senior secured de alta calidad y bien diversificada. A cierre de 2025 el fondo master ha distribuido un 21%.


b) Operativa de pr&#233;stamo de valores. 

No aplica




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


No aplica




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


No aplica




3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

El desempe&#241;o del fondo se ha mantenido s&#243;lido durante el a&#241;o, impulsado por nuestras posiciones en CLO, alguna venta high yield y un rendimiento robusto de la cartera de RCF. A cierre de septiembre, &#250;ltimo trimestre valorado a la fecha de redacci&#243;n de este informe a mediados de febrero de 2026, el NAV de la clase B se situaba en 110, con una TIR desde inicio del 10.35%.




4. RIESGO ASUMIDO POR EL FONDO.

La rentabilidad del fondo no se ha visto afectada por los movimientos de tipos gracias a su perfil flotante y baja duraci&#243;n.


5. EJERCICIO DERECHOS POLITICOS.

No aplica




6. INFORMACION Y ADVERTENCIAS CNMV. 

No aplica




7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 

No aplica




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 

No aplica




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

No aplica




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.

No aplica</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S22025_V-06929160_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIL_S22025_V-06929160_da">La remuneraci&#243;n total abonada en el a&#241;o 2025 al personal de la Gestora fue 29.986.441 euros. De esta remuneraci&#243;n total, se corresponde a remuneraci&#243;n fija 9.117.984 euros y a remuneraci&#243;n variable 20.868.457 euros, de la que 10.948.664 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 130 empleados (a 31&#47;12&#47;2025 hab&#237;a 92 empleados). El n&#250;mero de empleados beneficiarios de remuneraci&#243;n variable fue de 128. 

A fecha del informe la remuneraci&#243;n total abonada a los altos cargos fue de 19.581.228 euros (20 personas son altos cargos), que se desglosa en una remuneraci&#243;n fija total de 4.194.298 euros y una remuneraci&#243;n variable total de 15.386.930 euros, de la que 8.675.613 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 23 personas y han recibido una remuneraci&#243;n total de 20.383.245 euros (remuneraci&#243;n fija de 4.541.114 euros y remuneraci&#243;n variable de 15.842.131 euros, de la que 8.977.814 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_S22025_V-06929160_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
