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</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.63</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.36</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">8.27</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">12.45</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12026_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_S12026_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_S12026_V-06929160_daa" unitRef="pure">3.37</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">3.37</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq" unitRef="pure">3.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq2" unitRef="pure">3.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq3" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">4.41</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">1.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_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_S12026_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.53</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">8.04</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">12.20</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12026_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_S12026_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_S12026_V-06929160_daa" unitRef="pure">3.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">3.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq" unitRef="pure">3.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq2" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq3" unitRef="pure">3.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">4.43</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">1.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">1.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_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_S12026_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12026_V-06929160_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="pure">7</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12026_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, IB</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12026_V-06929160_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="pure">10546</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="pure">2</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12026_V-06929160_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12026_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12026_V-06929160_ia">2.500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="euro">1595682.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy" unitRef="euro">1990803.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy2" unitRef="euro">2247043.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy3" unitRef="euro">1557377.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12026_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12026_V-06929160_ia">2026-06-25</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12026_V-06929160_ia" unitRef="euro">151.3132</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12026_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12026_V-06929160_ipy" unitRef="euro">150.5507</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12026_V-06929160_ipy2" unitRef="euro">143.2302</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12026_V-06929160_ipy3" unitRef="euro">132.6402</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12026_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.70</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.70</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.09</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.09</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.79</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.79</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S12026_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_S12026_V-06929160_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12026_V-06929160_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_S12026_V-06929160_daa" unitRef="pure">0.51</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.64</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">7.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">12.14</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12026_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_S12026_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_S12026_V-06929160_daa" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq" unitRef="pure">3.33</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq2" unitRef="pure">3.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq3" unitRef="pure">3.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.75</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">1.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">1.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">1.45</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12026_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_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_S12026_V-06929160_daa" unitRef="pure">3.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">3.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq" unitRef="pure">3.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq2" unitRef="pure">3.36</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq3" unitRef="pure">3.37</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">3.36</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">3.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">4.20</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">0.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_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:DenominacionClase contextRef="FIL_S12026_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, B</iic-com:DenominacionClase>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="pure">133102</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12026_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12026_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ia" unitRef="euro">17287899.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy" unitRef="euro">17287899.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy2" unitRef="euro">29617144.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12026_V-06929160_ipy3" unitRef="euro">20664902.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12026_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12026_V-06929160_ia">2026-06-25</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12026_V-06929160_ipy" unitRef="euro">129.8845</iic-com:ValorLiquidativo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12026_V-06929160_ipy3" unitRef="euro">134.2276</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12026_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.42</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.13</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.13</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.55</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.55</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S12026_V-06929160_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12026_V-06929160_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12026_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_S12026_V-06929160_daa" unitRef="pure">0.61</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">2.92</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">8.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">13.15</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12026_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">38.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_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_S12026_V-06929160_daa" unitRef="pure">6.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">6.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq" unitRef="pure">6.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq2" unitRef="pure">5.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpq3" unitRef="pure">4.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">5.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">0.67</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">0.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_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_S12026_V-06929160_daa" unitRef="pure">1.88</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-06929160_daq" unitRef="pure">1.88</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_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-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_daa" unitRef="pure">0.91</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy" unitRef="pure">1.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy2" unitRef="pure">1.69</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy3" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-06929160_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12026_V-06929160_da">El fondo ha completado 76 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.

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 marzo de 2026, &#250;ltima valoraci&#243;n a la fecha de redacci&#243;n de este informe, el fondo master ha distribuido un 36%, TIR del 6.52% y m&#250;ltiplo neto de 1.27x.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12026_V-06929160_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12026_V-06929160_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S12026_V-06929160_da">true</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12026_V-06929160_da">Modificaci&#243;n del lugar de publicaci&#243;n del valor liquidativo.

Informaci&#243;n a los participes de la difusion del valor liquidativo del fondo via p&#225;gina web de la Sociedad Gestora.

N&#250;mero de registro: 315527.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12026_V-06929160_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12026_V-06929160_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12026_V-06929160_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12026_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. 



La escalada del conflicto en Oriente Medio con Ir&#225;n dispar&#243; los precios energ&#233;ticos y presion&#243; al alza la inflaci&#243;n europea, lo que llev&#243; al BCE a subir tipos 25 puntos b&#225;sicos en junio, su primera subida en casi tres a&#241;os, hasta el 2,25%&#47;2,40%. A esta incertidumbre geopol&#237;tica se ha sumado la que genera el propio avance de la inteligencia artificial y su posible impacto en las compa&#241;&#237;as tecnol&#243;gicas y en el resto del mercado de cr&#233;dito, en un contexto en el que las valoraciones y m&#225;rgenes se mantienen muy comprimidos. Con todo, la econom&#237;a europea sigue mostrando una resiliencia mayor de lo esperado, sin verse especialmente afectada por el encarecimiento de los carburantes y la energ&#237;a, y reportando un crecimiento moderado (el PIB de la eurozona avanz&#243; un 0,1% en el primer trimestre). No obstante, mientras no se concrete un final del conflicto, la incertidumbre tiende a aumentar, presionando la inflaci&#243;n al alza y llevando a ajustar a la baja las previsiones de crecimiento de los pa&#237;ses de la eurozona.

En este contexto, el cr&#233;dito europeo ha ofrecido un comportamiento resiliente en el primer semestre de 2026. El High Yield europeo (Bloomberg Pan-European HY) retorn&#243; +1,6% en el semestre, mientras que el &#237;ndice europeo de pr&#233;stamos l&#237;quidos gan&#243; +1,9%, favorecido por su naturaleza de tipo flotante en un entorno de subida de tipos.

Las condiciones t&#233;cnicas se han mantenido constructivas pese a la volatilidad geopol&#237;tica. La actividad del mercado primario de High Yield europeo ha sido intensa, superando ampliamente los niveles del mismo periodo de 2025, impulsada principalmente por emisores con calificaci&#243;n BB y B y con una oferta dominada por refinanciaciones. Pese a este elevado volumen, la disciplina del mercado se ha mantenido alta, con una emisi&#243;n de bonos CCC muy limitada, lo que refleja un mercado primario selectivo m&#225;s que oportunista.

La salud de las empresas en general contin&#250;a siendo estable, con tasas de impago que se mantienen en niveles hist&#243;ricamente bajos, si bien estamos en un momento donde la selecci&#243;n y monitorizaci&#243;n del cr&#233;dito es especialmente relevante, dada la elevada dispersi&#243;n entre sectores c&#237;clicos, m&#225;s expuestos a la volatilidad geopol&#237;tica y arancelaria, y modelos de negocio defensivos y generadores de caja, que contin&#250;an comport&#225;ndose bien.


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 76 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.

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 marzo de 2026, &#250;ltima valoraci&#243;n a la fecha de redacci&#243;n de este informe, el fondo master ha distribuido un 36%, TIR del 6.52% y m&#250;ltiplo neto de 1.27x.


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 mantiene s&#243;lido, impulsado por nuestras posiciones en CLO, alguna venta high yield y un rendimiento robusto de la cartera de RCF y NPLs. A cierre de marzo, &#250;ltimo trimestre valorado a la fecha de redacci&#243;n de este informe a mediados de julio de 2026, el NAV de la clase B se situaba en 92.42, con una TIR desde inicio del 9.52%.




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_S12026_V-06929160_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12026_V-06929160_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
