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<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">6.86</iic-com:RentabilidadIIC>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.24</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">8</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL CD</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">6225</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">4</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">702575.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">495290.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">252055.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">0.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">112.8574</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">110.7346</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">103.6255</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.40</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.40</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.40</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.40</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-87605481_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.92</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">6.86</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S12025_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.47</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.30</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.54</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">1.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">5</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL FA</iic-com:DenominacionClase>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">92735</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">15</iic-com-fon:NumeroParticipes>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">11390920.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">11623397.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">10495959.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">9314021.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">120.0459</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">111.4436</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">100.6875</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.00</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-87605481_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_S12025_V-87605481_daa" unitRef="pure">2.32</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">7.72</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">10.68</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">-1.55</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S12025_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.44</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">11.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">1.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">2.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">2.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">2.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">2.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">2.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.38</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.09</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">-1.55</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S12025_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">2.09</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">11.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">145.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">145.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">49.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">78.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">3.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">193104</iic-com-fon:NumeroParticipaciones>
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<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">25146986.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">24841584.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">32471050.00</iic-com:Patrimonio>
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<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
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<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">2.07</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">7.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">10.13</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">-2.04</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy5" unitRef="pure">-0.65</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S12025_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.44</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">11.13</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy5" unitRef="pure">39.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.88</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy5" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.88</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">1.88</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">2.01</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">4.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">4.36</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">4.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">4.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy5" unitRef="pure">4.54</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">0.79</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy5" unitRef="pure">0.57</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">5545869.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">5518547.00</iic-com:Patrimonio>
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<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:ComisionDepositario>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL RA</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">85036</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">59</iic-com-fon:NumeroParticipes>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">10786016.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">10560766.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">11319165.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">13696471.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">124.4236</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">116.3773</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">105.9365</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
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<iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">4</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FIL RD</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">781</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">99067.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">98701.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">96851.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">674491.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">126.8522</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">124.4346</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">116.3870</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">105.9453</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-87605481_da">false</iic-com:ModificadaPoliticaInversion>
</iic-com:ModificacionPoliticaInversion>
</iic-fil:DatosClaseFIL>
<iic-fil:DatosClaseFIL>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">9</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-87605481_ia">EUROP.SENIOR FLT.RT-EST FILNIA</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-87605481_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">518461</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">29</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-87605481_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">60875963.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">43510882.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">13440213.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">9192099.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">117.4166</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">115.1795</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">107.7310</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">98.0659</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">13868</iic-com-fon:NumeroParticipaciones>
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<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">1660368.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">3869937.00</iic-com:Patrimonio>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-87605481_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">149530</iic-com-fon:NumeroParticipaciones>
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<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">17158090.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">18956388.00</iic-com:Patrimonio>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">1582681.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">97.1607</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.65</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">2.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">2.35</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">2.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">2.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">2.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.79</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">1.49</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">12</iic-com:NumeroRegistroClase>
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<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="pure">5903</iic-com-fon:NumeroParticipaciones>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-87605481_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-87605481_ia">100.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ia" unitRef="euro">683569.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy" unitRef="euro">682905.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">1205338.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">482527.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-87605481_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-87605481_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy2" unitRef="euro">107.1172</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-87605481_ipy3" unitRef="euro">98.0449</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-87605481_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.65</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.65</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.65</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.65</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIL_S12025_V-87605481_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-87605481_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_S12025_V-87605481_daa" unitRef="pure">1.66</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">6.33</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">9.25</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_03 contextRef="FIL_S12025_V-87605481_da">03</iic-com:XCode_PeriodicidadCalculoVL_03>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">1.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">0.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.65</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">0.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">0.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">0.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">6.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">0.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">3.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">2.23</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_daq" unitRef="pure">2.23</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq" unitRef="pure">2.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq2" unitRef="pure">2.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpq3" unitRef="pure">2.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">2.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_daa" unitRef="pure">0.79</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy2" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-87605481_dpy3" unitRef="pure">1.18</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12025_V-87605481_da">Seguimos gestionando activamente la cartera participando en operaciones primarias con rendimientos atractivos y rotando posiciones con riesgo de cr&#233;dito hacia inversiones que ofrecen mejor valor relativo. Participamos en 28 operaciones primarias en el primer semestre de 2025 (precio medio de compra 99,75%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 5 compras con un volumen de 14 millones de euros, y 8 ventas por 14 millones con precio medio de venta de 99,73%, demostrando la rotaci&#243;n hacia compa&#241;&#237;as de m&#225;s alta calidad.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12025_V-87605481_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
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</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V-87605481_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12025_V-87605481_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12025_V-87605481_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12025_V-87605481_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12025_V-87605481_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
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</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12025_V-87605481_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V-87605481_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. 



El 2024 termin&#243; con el mismo tono positivo que la primera mitad de a&#241;o a medida que las preocupaciones acerca de una posible recesi&#243;n en EE. UU. y Europa quedaban totalmente rechazadas para este a&#241;o. Los mercados de renta variable y de renta fija de poca duraci&#243;n, han continuado con la tendencia alcista ya vivida en 2023. A finales de diciembre, el &#237;ndice CS de pr&#233;stamos sindicados europeos registro unas ganancias de +8,5% para el a&#241;o entero (c.4,2% para el S2), comparando con +4,7% para el &#237;ndice de Investment Grade (c.4,1% S2) y +7,9% (c.5,1% S2) para el &#237;ndice CS Euro HY. 



El mercado de pr&#233;stamos sindicados ha seguido con una tendencia alcista en el primer semestre del a&#241;o 2025, a pesar de la contenida volatilidad a mediados del semestre relacionada a los anuncios de aranceles en EEUU. La fortaleza del mercado de pr&#233;stamos sindicados es debida a i) la limitada oferta neta en el mercado primario (a pesar de mucha actividad) y ii) la fuerte demanda de los inversores, impulsada por los gestores de obligaci&#243;n de pr&#233;stamo garantizada (&#191;CLO&#191; por sus siglas en ingl&#233;s) y los gestores de pr&#233;stamos tradicionales, que siguen creando un s&#243;lido entorno t&#233;cnico. Asimismo, los elevados m&#225;rgenes de los pr&#233;stamos gracias a la perseverancia de tipos de inter&#233;s elevados siguen haciendo la clase de activo atractiva para otros perfiles de inversi&#243;n que buscan altos retornos sin riesgo de duraci&#243;n.



El precio medio del &#237;ndice JPM de pr&#233;stamos sindicados a finales de junio baj&#243; ligeramente (-0.22) a 97.15% con un spread de 477bps y un YTM del 7,0%. La rentabilidad del &#237;ndice durante los 6 primeros meses del a&#241;o fue de +2.44% bruto, principalmente por el efecto cup&#243;n. Estos niveles de rendimiento siguen siendo hist&#243;ricamente altos y vienen sobre todo por los niveles de los tipos y no por una percepci&#243;n mayor de riesgo. De hecho, la tasa de impagos durante el en pr&#233;stamos sindicados sigue estando por debajo del 1%. 



Dentro de este mercado tan favorable para los activos flotantes, el desempe&#241;o neto del fondo fue bueno, en linea con el &#237;ndice, con un performance bruto de +2,4% para el primer trimestre y neto de +2,2%. 



Actualmente contamos con una cartera con un cup&#243;n medio de 5,8%, y precio medio de 99,8%, ofreciendo un YTM del 5,9%, niveles aun atractivos para una cartera altamente defensiva y sin riesgo de duraci&#243;n.




b) Decisiones generales de inversi&#243;n adoptadas. 

Nuestro enfoque de inversi&#243;n conservador se mantuvo intacto, ya que seguimos limitando la exposici&#243;n a empresas con ratings m&#225;s bajas, cr&#233;ditos con riesgos idiosincr&#225;sicos y sectores c&#237;clicos. En consonancia con nuestra filosof&#237;a de inversi&#243;n, preferimos adoptar una postura defensiva en tiempos de incertidumbre macroecon&#243;mica y no perseguir retornos m&#225;s elevados por m&#225;s riesgo de cr&#233;dito en una coyuntura t&#233;cnica s&#243;lida. 



Adem&#225;s, dada la continua fortaleza del mercado, optimizamos y redujimos la caja con compras en el mercado primario y secundario en empresas con s&#243;lidos perfiles crediticios. Nuestro objetivo era aprovechar los m&#225;rgenes relativamente amplios de los pr&#233;stamos y la continua fortaleza t&#233;cnica. Tambi&#233;n mantuvimos la exposici&#243;n en bonos flotantes (FRNS, por su sigla en ingl&#233;s), que en general han obtenido mejores resultados que los pr&#233;stamos y los bonos fijos debido a su naturaleza flotante y a una base de inversores m&#225;s amplia, que incluye tanto inversores tradicionales de renta fija como fondos flotantes&#47;CLOs.




c) &#205;ndice de referencia. 



CS Western European Leveraged Loan Index (hedged to EUR).


d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

El patrimonio aument&#243; durante el primer semestre en 14.524.306,15 euros hasta llegar a 140.174.587,80 euros.

El n&#250;mero de part&#237;cipes actual es 257.



La rentabilidad de FIL con respecto al &#250;ltimo semestre ascendi&#243; 1,66% para las clases NRA y NRD, un 1,94% para las clases RA,RD,NIA y NID, un 1,94% para las clases CS y CD y un 2,32% para la clase FA

Los gastos de administraci&#243;n y depositar&#237;a ascendieron a 40.548,66 euros.




e) Rendimiento del fondo en comparaci&#243;n con el resto de los fondos de la gestora. 

European Senior Floating Rate Fund es el fondo con el menor perfil rentabilidad &#47; riesgo de la gama de fondos abiertos de la Gestora. 




2. INFORMACION SOBRE LAS INVERSIONES. 

No aplica




a) Inversiones concretas realizadas durante el periodo. 

Seguimos gestionando activamente la cartera participando en operaciones primarias con rendimientos atractivos y rotando posiciones con riesgo de cr&#233;dito hacia inversiones que ofrecen mejor valor relativo. Participamos en 28 operaciones primarias en el primer semestre de 2025 (precio medio de compra 99,75%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 5 compras con un volumen de 14 millones de euros, y 8 ventas por 14 millones con precio medio de venta de 99,73%, demostrando la rotaci&#243;n hacia compa&#241;&#237;as de m&#225;s alta calidad.




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. 

La rentabilidad neta en el primer semestre ha sido positiva, con marzo y abril ligeramente negativos (-0.2% y -0.1% respectivamente), llevando el YTD a +2,2% neto. Los retornos han sido en l&#237;nea con el &#237;ndice, a pesar del sesgo m&#225;s conservador de nuestra estrategia.




4. RIESGO ASUMIDO POR EL FONDO. 



El 100% del fondo est&#225; invertido en activos senior garantizados, reflejando las caracter&#237;sticas defensivas de la cartera.




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. 

El mercado de pr&#233;stamos sindicados ha comenzado julio en la misma t&#243;nica que el cierre de semestre anterior, con retornos positivos. El &#237;ndice JPM lleva una rentabilidad del +0,33% en los 20 primeros d&#237;as del mes. El fondo est&#225; s&#243;lo ligeramente por detr&#225;s del &#237;ndice con un +0,2% bruto MTD. 



En general, seguimos siendo constructivos en el producto flotante, con una previsi&#243;n de rentabilidad positiva (aunque inferior a la s&#243;lida 2024) en la horquilla del 5%-6%. Se espera que los impagos sigan siendo relativamente bajos y manejables. Como siempre, mantendremos una estrategia de inversi&#243;n defensiva y conservadora en el incierto entorno econ&#243;mico actual.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12025_V-87605481_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12025_V-87605481_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
