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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.08</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32026_V-61333258_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">4.99</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">-2.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">8.23</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">-0.70</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">2.88</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">12.25</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">8.62</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">13.10</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">-1.29</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">-1.63</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32026_V-61333258_dly3" unitRef="pure">-3.38</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_da">2026-07-08</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_dpy">2026-03-02</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_dly3" unitRef="pure">1.69</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_da">2026-07-24</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dly3">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32026_V-61333258_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">8.33</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">6.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">9.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">8.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">4.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">9.19</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">7.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">8.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">17.26</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32026_V-61333258_da">MERCADO MONETARIO 345PB</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.22</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">0.03</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">6.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">6.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">6.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">6.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">6.83</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">6.83</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">10.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">10.70</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">1.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">1.87</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">1.82</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">1.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32026_V-61333258_dpy5" unitRef="pure">1.14</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32026_V-61333258_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T32026_V-61333258_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32026_V-61333258_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_da">2026-07-24</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dly3">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32026_V-61333258_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">8.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">6.55</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">8.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">4.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">9.19</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">17.26</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_T32026_V-61333258_da">MERCADO MONETARIO 345PB</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.22</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.24</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.75</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_da">2026-07-08</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_dpy">2026-03-02</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32026_V-61333258_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32026_V-61333258_dly3" unitRef="pure">1.69</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_da">2026-07-24</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32026_V-61333258_dly3">2025-03-05</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32026_V-61333258_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">8.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">6.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">9.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">8.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">4.75</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">9.19</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">7.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">8.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">17.26</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">13.00</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_T32026_V-61333258_da">MERCADO MONETARIO 345PB</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">0.22</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq2" unitRef="pure">0.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">0.25</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy" unitRef="pure">0.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">0.03</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_da" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpp" unitRef="pure">5.11</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpq3" unitRef="pure">5.14</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpy2" unitRef="pure">5.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32026_V-61333258_dpy3" unitRef="pure">6.90</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">310749.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">317088.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">3.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">310749.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">317088.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">3.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0L02701156</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Letras|ESTADO ESPA&#209;OL|2,049|2027-01-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">489169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">6.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">488946.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">6.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">489169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">6.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">488946.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">6.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">XS2979643991</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Bonos|INMOBILIARIA COLONIA|3,250|2030-01-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">96855.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">99415.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">96855.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">99415.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">896773.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">11.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">905449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">11.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">896773.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">11.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">905449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">11.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">144000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">158700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0105630315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Acciones|CIE AUTOMOTIVE S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">72100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">74620.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">311100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">364500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">4.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0169350016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Acciones|PESCANOVA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">881.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">938.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">528081.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">598758.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">7.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">528081.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">6.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">598758.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">7.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">ES0143562181</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Participaciones|GVC GAESCO CROSSOVER FI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">308784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">608130.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">7.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">308784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">608130.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">7.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">1733638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">21.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">2112337.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">25.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32026_V-61333258_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T32026_V-61333258_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">185583.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">234045.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">FR0000077919</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">115440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">FR0006174348</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">40290.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">40170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T32026_V-61333258_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">137555.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">IE0004906560</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">93720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">88385.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">35235.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">41025.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">NL0009432491</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">95600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">91280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">71000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">63900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">NL0015001KT6</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">253750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">256000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">BE0003789063</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">74850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">65550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">DE0005552004</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">114000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">106200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">FR0000131906</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32026_V-61333258_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">19425.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">18810.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">FR0010340141</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">107300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">114000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">GB00BH4HKS39</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T32026_V-61333258_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">167778.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">135355.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">XS2653978598</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="euro">469160.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">5.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="euro">496720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">6.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">BE0003874915</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">27.36</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ia" unitRef="pure">27.96</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32026_V-61333258_ipp" unitRef="pure">27.36</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">LU1144807119</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">LU1954206881</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_T32026_V-61333258_ia">MT7000034310</iic-com:CodigoISIN>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32026_V-61333258_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32026_V-61333258_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32026_V-61333258_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T32026_V-61333258_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32026_V-61333258_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32026_V-61333258_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32026_V-61333258_da">false</iic-com:HechoRelevanteEndeudamiento>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32026_V-61333258_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 4.455.441,68 euros que supone el 56,05% sobre el patrimonio de la IIC. 
d.)  Durante el periodo, se han efectuado operaciones de compra-venta de divisa a trav&#233;s de la Entidad Depositaria por un volumen negociado de 6.050,67 euros, lo que representa el 0,59% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T32026_V-61333258_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Durante el tercer trimestre de 2026, las principales bolsas mundiales registraron un comportamiento desigual, aunque con un sesgo generalmente favorable en los &#237;ndices m&#225;s expuestos a tecnolog&#237;a e inteligencia artificial. El mercado estuvo respaldado por la solidez de la inversi&#243;n empresarial, especialmente en inteligencia artificial, unos beneficios corporativos resistentes y unos datos de actividad mejores de lo previsto. Sin embargo, el repunte de la inflaci&#243;n energ&#233;tica, la subida de las rentabilidades de la deuda p&#250;blica y el endurecimiento monetario limitaron las ganancias durante septiembre. Sectorialmente, tecnolog&#237;a y servicios de comunicaci&#243;n fueron los segmentos m&#225;s fuertes al final del trimestre, mientras que utilities, inmobiliario, consumo discrecional y otros sectores sensibles a los tipos de inter&#233;s se vieron penalizados por el aumento de las rentabilidades de los bonos. El sector energ&#233;tico tambi&#233;n mantuvo un comportamiento destacado, favorecido por el fuerte encarecimiento del petr&#243;leo. Por su parte, el VIX se mantuvo la mayor parte del periodo en niveles relativamente contenidos, aunque repunt&#243; puntualmente alrededor de las reuniones de los bancos centrales y ante el aumento de las tensiones geopol&#237;ticas y energ&#233;ticas, cerrando septiembre en torno a 16 puntos. Esto refleja que, pese al deterioro de algunos indicadores de mercado, no se produjo un episodio generalizado de aversi&#243;n al riesgo.
 Los indicadores adelantados mostraron una aceleraci&#243;n de la actividad tanto en Estados Unidos como en la zona euro. En EE. UU., el ISM manufacturero termin&#243; septiembre en 54,5 puntos, acumulando nueve meses consecutivos en expansi&#243;n; destacaron la mejora de los nuevos pedidos y del empleo, aunque el fuerte aumento del componente de precios pagados, hasta 77,9 puntos, evidenci&#243; la persistencia de presiones inflacionistas. El &#250;ltimo dato de ISM de servicios, referente al mes de agost, se situ&#243; en 55,4 puntos, mostrando tambi&#233;n fortaleza y expansi&#243;n econ&#243;mica. En la eurozona, el PMI manufacturero alcanz&#243; 52,9 puntos en septiembre y el indicador adelantado de servicios subi&#243; hasta 53,0, frente a 51,6 en agosto, ambos por encima del nivel de expansi&#243;n de 50.
 En pol&#237;tica monetaria, el trimestre estuvo marcado por un giro restrictivo de los dos principales bancos centrales. El BCE mantuvo inicialmente los tipos sin cambios en julio, con la facilidad de dep&#243;sito en el 2,25%, ante la elevada incertidumbre sobre la duraci&#243;n y los efectos indirectos del shock energ&#233;tico. En septiembre, sin embargo, elev&#243; sus tres tipos oficiales en 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,50%, la tasa de refinanciaci&#243;n en el 2,65% y la facilidad marginal de cr&#233;dito en el 2,90%. La decisi&#243;n respondi&#243; a la persistencia de las presiones inflacionistas derivadas del conflicto en Oriente Medio, aunque el organismo mantuvo un enfoque dependiente de los datos y sin comprometer una trayectoria predeterminada. La Reserva Federal mantuvo en julio el rango objetivo de los fondos federales entre el 3,50% y el 3,75%, aunque tres miembros defendieron ya una subida de 25 puntos b&#225;sicos. Finalmente, en septiembre increment&#243; el rango hasta el 3,75%-4,00%, de forma un&#225;nime, al considerar que la actividad econ&#243;mica y la inversi&#243;n segu&#237;an creciendo a un ritmo s&#243;lido y que la inflaci&#243;n permanec&#237;a demasiado elevada. En conjunto, tanto el BCE como la Reserva Federal priorizaron el control de la inflaci&#243;n frente a los riesgos para el crecimiento, con un mensaje de cautela ante la evoluci&#243;n de los precios energ&#233;ticos y las tensiones geopol&#237;ticas.
 En el mercado de divisas, el euro se mantuvo pr&#225;cticamente estable frente al d&#243;lar durante el trimestre, pasando de aproximadamente 1,139 d&#243;lares por euro a finales de junio a 1,136 al cierre de septiembre. 
 En energ&#237;a, el Brent repunt&#243; con fuerza y cerr&#243; septiembre alrededor de 103 d&#243;lares por barril, frente a niveles cercanos a 72 d&#243;lares al final de junio, ante la persistencia de las tensiones en Oriente Medio, los riesgos sobre el estrecho de Ormuz y las dudas sobre la normalizaci&#243;n de la oferta. El gas europeo TTF tambi&#233;n se encareci&#243; notablemente, terminando el trimestre cerca de 72 euros&#47;MWh, condicionado por la reducci&#243;n de los flujos de GNL procedentes del Golfo P&#233;rsico, aunque el aumento de la producci&#243;n en Norteam&#233;rica y &#193;frica amortigu&#243; parcialmente el impacto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados dentro de los m&#225;ximos permitidos, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 5,39% durante el trimestre y en los &#250;ltimos doce meses ha sido del 6,26%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del -2,31%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 1,43%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -2,26% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -0,96%.   La rentabilidad neta de la IIC durante el periodo ha sido del -2,31%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,08%. FONRADAR INTERNACIONAL, FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IICs  durante el periodo ascienden a 0,08% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un -2,31%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del  -0,79%.
 En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 A mediados de julio nos vimos obligados a reducir la posici&#243;n en el Fondo Crossover BDS para no sobrepasar los l&#237;mites de exposici&#243;n tras un rescate significativo de dicho Fondo. En consecuencia, incrementamos el peso en el Fondo Pareturn Retorno Absoluto, el cual est&#225; evolucionando de forma muy satisfactoria. Del mismo modo, tambi&#225;n ajustamos la posici&#243;n en el Fondo 300 places tras el buen comportamiento de la IIC y no tener un peso excesivo en cartera.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados.  
  
  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,32%.
  
  
 d) Otra informaci&#243;n sobre inversiones.
  
             En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el art&#237;culo 48.1j del RIIC, la IIC mantiene en cartera acciones de: ROYAL IMTECH, SOLAR PROFIT con un peso patrimonial de 0%.
  
  
 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.
  
 N&#47;A
  
 4. RIESGO ASUMIDO POR EL FONDO. 
  
 La Volatilidad de la IIC en el periodo ha sido del 6,55%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 0,03%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 9,59 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 1,23 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Muy previsiblemente seguiremos con niveles de inversi&#243;n muy elevados debido a las numerosas oportunidades de inversi&#243;n que encontramos en el actual contexto de mercado, con el objetivo de maximizar la rentabilidad a largo plazo del part&#237;cipe del Fondo.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32026_V-61333258_da">NO APLICA</iic-com:AdvertenciasCNMV>
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