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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
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<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.54</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">1.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">1.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">1.88</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">1.84</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.14</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.14</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ContenidoFicheroAdjunto 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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">0.80</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">0.78</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.06</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">1.03</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy5" unitRef="pure">1.03</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.06</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.81</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.05</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:ModificacionPoliticaInversionTexto contextRef="FIL_S12026_V-87605481_da">La Pol&#237;tica de Inversi&#243;n de la IIC ha sido cambiada el 05 de Septiembre de 2025</iic-com:ModificacionPoliticaInversionTexto>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.80</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12026_V-87605481_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.69</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_daq" unitRef="pure">0.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq" unitRef="pure">0.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIL_S12026_V-87605481_dpq2" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_daa" unitRef="pure">0.79</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.61</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificacionPoliticaInversionTexto contextRef="FIL_S12026_V-87605481_da">La Pol&#237;tica de Inversi&#243;n de la IIC ha sido cambiada el 05 de Septiembre de 2025</iic-com:ModificacionPoliticaInversionTexto>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy2" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12026_V-87605481_dpy3" unitRef="pure">1.60</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12026_V-87605481_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12026_V-87605481_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12026_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_S12026_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 25 operaciones primarias por un valor de EUR35 millones en el primer semestre del 2026 (precio medio de compra 99,7%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 7 compras por un volumen de 9,8 millones de euros, y 23 ventas por EUR41 millones.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12026_V-87605481_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12026_V-87605481_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
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</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12026_V-87605481_da">No aplicable.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
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<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12026_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_S12026_V-87605481_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12026_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. 



Despu&#233;s de un 2025 constructivo para los mercados de cr&#233;dito europeos, el 2026 ha sido un a&#241;o de a&#241;adida volatilidad. El &#237;ndice europeo, durante los meses de enero y febrero registraron rentabilidades negativas (-0,30% y -0,45%, respectivamente), motivadas por una correcci&#243;n significativa en el sector Software ante la incertidumbre generada por la disrupci&#243;n derivada de la inteligencia artificial, a lo que se sum&#243; posteriormente el impacto del conflicto en Ir&#225;n y el repunte de los precios del petr&#243;leo. Como consecuencia, el primer trimestre cerr&#243; con una rentabilidad acumulada de -1,05%, la peor cifra trimestral desde 2020, y con los precios de los pr&#233;stamos en m&#237;nimos no vistos desde 2023. A partir de abril, el mercado mostr&#243; una recuperaci&#243;n sostenida, favorecida por el alto el fuego en Ir&#225;n y por una demanda t&#233;cnica de CLOs que alcanz&#243; niveles r&#233;cord, muy por encima de la oferta neta disponible. Esta din&#225;mica impuls&#243; rentabilidades positivas en abril (+1,82%, la mejor cifra mensual desde enero de 2023), mayo (+0,74%) y junio (+0,33%), permitiendo cerrar el semestre con una rentabilidad acumulada positiva del 1,82%, superior a la registrada por el mercado estadounidense equivalente. Los diferenciales de cr&#233;dito (spreads) se estrecharon a&#250;n m&#225;s impulsados por la alta actividad de repricing de pr&#233;stamos existentes en el segundo trimestre. El sector Software continu&#243; siendo el principal foco de dispersi&#243;n en el mercado, cerrando el semestre todav&#237;a en rentabilidad negativa (-1,94% en el acumulado del a&#241;o), mientras que el sector Qu&#237;mico se situ&#243; a la cabeza de las rentabilidades sectoriales, beneficiado en parte por la alteraci&#243;n de las cadenas de suministro derivada del cierre del Estrecho de Ormuz.



En este contexto, el cr&#233;dito europeo ofreci&#243; un rendimiento positivo para el primer semestre del a&#241;o. A junio 2026, el &#237;ndice ELLI de pr&#233;stamos sindicados europeos registro unas ganancias de +1,8%, comparando con +1,3% para el &#237;ndice de Investment Grade y +1,6% para el &#237;ndice iBoxx Euro HY. 



En cuanto a los principales indicadores del mercado, el precio medio del &#237;ndice ELLI de pr&#233;stamos sindicados pas&#243; del 96,7% a finales de diciembre de 2025 al 96,0% a finales de junio de 2026, tras haber tocado un m&#237;nimo intra-periodo del 94,4% el 9 de marzo, su nivel m&#225;s bajo desde junio de 2023. El diferencial de cr&#233;dito (discounted spread-to-maturity) se mantuvo pr&#225;cticamente estable en el entorno de E+450-454pbs, mientras que la rentabilidad a vencimiento (YTM) repunt&#243; del 6,6% al 6,9% en el mismo periodo, tras haber alcanzado un m&#225;ximo c&#237;clico del 7,3% en marzo. Cabe destacar que, pese al aumento de la dispersi&#243;n entre sectores y ratings observado durante el primer trimestre, la ratio de pr&#233;stamos en niveles de distress (definidos como aquellos cotizando por debajo de 80%) se situ&#243; en el 5,0% a finales de junio, frente a niveles superiores al 7% alcanzados en el punto &#225;lgido de la crisis en marzo. Las tasas de impagos contin&#250;an a niveles hist&#243;ricamente bajos de 1,2%.



Dentro de este mercado vol&#225;til, el desempe&#241;o del fondo fue inferior al &#237;ndice, con un comportamiento bruto de +1,0% para primer semestre del a&#241;o y neto de +0,8%, frente al 1,8% del &#237;ndice, a causa de mayor exposici&#243;n a compa&#241;&#237;as tecnol&#243;gicas, ventas defensivas y menor cup&#243;n recogido por enfoque en cr&#233;ditos m&#225;s conservadores que el &#237;ndice. 



Actualmente contamos con una cartera con un cup&#243;n medio de 5,9%, y precio medio de 98,7%, ofreciendo un YTM del 6,6%, 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. De ah&#237; parte del retraso en retorno frente el &#237;ndice, habiendo ejecutado varias ventas defensivas en el sector tecnol&#243;gico (riesgo IA directa e indirecta), con impacto al NAV.



Adem&#225;s, dada la ola de repricings en el mercado, hemos tenido que mantener una postura disciplinada a la hora de aceptar estos nuevos t&#233;rminos. Aun as&#237;, dado nuestro enfoque en calidad, nos hemos visto mas afectados que el &#237;ndice a esta reducci&#243;n en m&#225;rgenes. Tambi&#233;n mantuvimos la exposici&#243;n en bonos flotantes (FRNS, por su sigla en ingl&#233;s), mejorando la liquidez de la cartera y dando este trimestre mejores retornos.




c) &#205;ndice de referencia. 



CS Western European Leveraged Loan Index (hedged to EUR) y Morningstar European Leveraged Loan TR (&apos;ELLI&#191;). 


d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

El patrimonio disminuy&#243; durante el primer semestre en 19.504.052,13 euros hasta llegar a 121.653.149,21 euros.

El n&#250;mero de part&#237;cipes actual es 206,00.



En comparaci&#243;n con el semestre anterior, la rentabilidad del FIL se situ&#243; en un 0,27&#191;% para las clases NRA y NRD; en un 0,54&#191;% para las clases RA, RD, NIA y NID; un 0,51&#191;% para las clases CA y CD; un 0,66&#191;% para las clases IA e ID; y alcanz&#243; un 0,91&#191;% en el caso de las clases FA y FD.



Los gastos de administraci&#243;n y depositar&#237;a ascendieron a 36.302,40 euros para el segundo semestre.




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. 






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 25 operaciones primarias por un valor de EUR35 millones en el primer semestre del 2026 (precio medio de compra 99,7%). Las inversiones secundarias (incluyendo rotaciones) se compusieron por 7 compras por un volumen de 9,8 millones de euros, y 23 ventas por EUR41 millones. 




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, dando el fondo un retorno positivo todos los meses menos enero y febrero, llevando el YTD a un +0,8% neto. Los retornos han sido inferiores al &#237;ndice a nivel bruto, debido a ventas defensivas, exposici&#243;n a tecnol&#243;gicas y menor cup&#243;n con mayor impacto de la oleada de repricings.




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 con algo de debilidad, dando el &#237;ndice ELLI un retorno plano en los 9 primeros d&#237;as del mes. Pensamos que el resto del a&#241;o va a ser relativamente positivo para los activos flotantes (debido a subidas de tipos), y por el fuerte t&#233;cnico derivado de la demanda de CLOs, pero que tambi&#233;n puede ser un entorno vol&#225;til por riesgos geopol&#237;ticos y cierta debilidad macroecon&#243;mica. Dicho esto, esperamos que el resto del a&#241;o sea un a&#241;o de rentabilidades por cupones 



En general, seguimos siendo constructivos en el producto flotante, con una previsi&#243;n de rentabilidad positiva en la horquilla del 3%-4% para el a&#241;o completo. 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 entorno econ&#243;mico actual.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12026_V-87605481_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12026_V-87605481_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
