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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.58</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daq" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq2" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq3" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">5.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">5.99</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">2.18</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">0.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">0.55</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_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_S12024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daq" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq2" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq3" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">5.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">5.62</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">6.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">2.32</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">0.89</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">1.08</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">0.74</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_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_S12024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12024_V-88151402_ia" unitRef="pure">32117</iic-com-fon:NumeroParticipaciones>
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<iic-com:InversionMinimaDescripcion contextRef="FIL_S12024_V-88151402_ia">125.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ia" unitRef="euro">3752676.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ipy" unitRef="euro">3740126.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ipy2" unitRef="euro">6952366.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ipy3" unitRef="euro">8076406.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12024_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12024_V-88151402_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12024_V-88151402_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12024_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_S12024_V-88151402_daa" unitRef="pure">0.34</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daq" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq2" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq3" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">5.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">5.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">6.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">2.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">1.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">1.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">1.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">1.24</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ia" unitRef="euro">4950840.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12024_V-88151402_ipy" unitRef="euro">4925986.00</iic-com:Patrimonio>
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<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12024_V-88151402_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.50</iic-com:UltimoValorLiquidativoDefinitivo>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12024_V-88151402_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">5.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_daq" unitRef="pure">5.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq" unitRef="pure">5.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq2" unitRef="pure">5.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpq3" unitRef="pure">5.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">5.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">5.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">6.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">2.47</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_daa" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy2" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy3" unitRef="pure">0.87</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12024_V-88151402_dpy5" unitRef="pure">0.68</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12024_V-88151402_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_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_S12024_V-88151402_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12024_V-88151402_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:VariacionPatrimonialFinPeriodoActual decimals="0" contextRef="FIL_S12024_V-88151402_dpp" unitRef="euro">23305788.18</iic-com:VariacionPatrimonialFinPeriodoActual>
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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12024_V-88151402_da">No aplicable.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12024_V-88151402_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12024_V-88151402_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S12024_V-88151402_da">false</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12024_V-88151402_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12024_V-88151402_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12024_V-88151402_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12024_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_S12024_V-88151402_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12024_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.Ni la persistente inflaci&#243;n, que ha ido oscilando d&#233;cimas arriba y abajo en los primeros meses del a&#241;o, pero que se mantiene alta, ni la esperada bajada de tipos, que finalmente no se ha comenzado a producir hasta junio, han conseguido lastrar los buenos resultados de las empresas de nuestra cartera que hemos observado tanto en el &#250;ltimo trimestre de 2023 como en el primero de 2024. En un trimestre marcado por la expectativa de bajada de tipos de inter&#233;s, y por las conjeturas de hasta cuanto bajar&#225;n, la probabilidad de recesi&#243;n en el corto&#47;medio plazo tanto en Europa como en Estados Unidos se ha ido reduciendo cada vez m&#225;s y ya son muy pocos los expertos que piensan que se pueda producir.En este periodo el &#237;ndice Credit Suisse Western European High Yield obtuvo un +2,6% y el &#237;ndice Credit Suisse Western European Leveraged Loans un +4,1%, en l&#237;nea con el 2.6% neto que ha obtenido nuestro fondo.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 (junio 2024) es de un +27.1%, y se han distribuido m&#225;s de EUR 87M, que suponen un 73%.Los mercados de cr&#233;dito han sido testigos de varias situaciones idiosincr&#225;sicas en el semestre, siendo Altice la situaci&#243;n m&#225;s llamativa, seguida quiz&#225; por Thames Water y Ardagh. Varios emisores con vencimientos inmediatos han adoptado por un enfoque m&#225;s agresivo en las refinanciaciones, buscando una cantidad de p&#233;rdidas compartidas con los prestamistas. En general, los impagos se han mantenido contenidos.La esperada IPO de Amer Sports se llev&#243; a cabo con &#233;xito. Esto permitir&#225; al fondo distribuir todos los reembolsos futuros del RCFs y el cup&#243;n sobrante.Inspired, Exact y Parques Reunidos han prorrogado con &#233;xito sus vencimientos, pero en lugar de cancelar los RCF no prorrogados, como suele ser habitual, han decidido mantener las peque&#241;as partes no prorrogadas hasta su vencimiento. Desde el punto de vista del cr&#233;dito, estamos mucho mejor, ya que somos la primera deuda que vence en las estructuras, sin que venza nada m&#225;s hasta dentro de al menos 2 a&#241;os (es decir, el riesgo de impago es m&#237;nimo). Pero, dicho esto, esta situaci&#243;n est&#225; generando una duraci&#243;n superior a la prevista para el fondo que estudiaremos reducir durante los dos pr&#243;ximos trimestres.Si tenemos en cuenta el desapalancamiento y los resultados actuales, pensamos que Ahlsell (CVC) es un claro candidato a la refinanciaci&#243;n a corto plazo.Proyecto Element, la financiaci&#243;n de un hotel en Tenerife, ha necesitado una pr&#243;rroga adicional de vencimiento hasta septiembre para finalizar las obras de remodelaci&#243;n. El Sponsor ha comprometido 12 millones de euros adicionales para finalizar las inversiones y ha firmado un contrato de explotaci&#243;n con un operador hotelero en Espa&#241;a (40 hoteles en gesti&#243;n y 8 en Tenerife). Esperamos que esta financiaci&#243;n se suscriba a corto plazo, lo que permitir&#225; una distribuci&#243;n adicional del 10% para el fondo.Las disposiciones medias de la cartera de RCF se mantienen en l&#237;nea con los trimestres anteriores y no se ha producido ning&#250;n aumento significativo, a pesar de los niveles actuales de volatilidad.

4. RIESGO ASUMIDO POR EL FONDO.M&#225;s del 80% del fondo est&#225; invertido en activos senior garantizados reflejando las caracter&#237;sticas defensivas de la cartera. La cartera est&#225; 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. Revisamos las distribuciones acu</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12024_V-88151402_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12024_V-88151402_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
