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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">11.57</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">8.29</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">4.28</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">28.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">16.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.70</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">-2.84</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">-2.84</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-62074653_dly3" unitRef="pure">-6.41</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-62074653_da">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-62074653_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-62074653_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">1.53</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">1.53</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dly3" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_da">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dpy">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T12026_V-62074653_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">15.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">15.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">12.40</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">10.32</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">26.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">16.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">10.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-62074653_da">DOW JONES GLOBAL TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">13.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">28.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">18.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">9.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">9.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">9.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">12.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">12.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">9.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">16.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">16.81</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">2.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">2.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-62074653_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T12026_V-62074653_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-62074653_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T12026_V-62074653_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-62074653_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.18</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.18</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T12026_V-62074653_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">-2.84</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">1.53</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dly3" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_da">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dpy">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">15.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">15.24</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">10.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">26.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">16.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">10.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-62074653_da">DOW JONES GLOBAL TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">13.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">28.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">18.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">9.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">9.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">9.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">11.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">12.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">9.48</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.33</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.33</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">0.33</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T12026_V-62074653_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">1.53</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-62074653_dly3" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_da">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dpy">2026-01-05</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-62074653_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">15.23</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">10.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">26.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">16.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">10.97</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-62074653_da">DOW JONES GLOBAL TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_daa" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">14.44</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">13.62</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq2" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpq3" unitRef="pure">28.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy" unitRef="pure">18.41</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy2" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-62074653_dpy3" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-62074653_dpp" unitRef="pure">9.54</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">523950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">569250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">523950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">569250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">523950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">569250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">523950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1313840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">4.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1207800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">CH0012032048</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|ROCHE HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T12026_V-62074653_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">264356.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T12026_V-62074653_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1380108.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1366920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">97092.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">101196.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">DE000A1EWWW0</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|ADIDAS AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">409950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">369600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">309600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">235440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">245760.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">FR0000121014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|LVMH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1018820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">3.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1419000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">FR0000125007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|COMPAGNIE DE SAINT-GOBAIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">189162.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">234792.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">404950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">403950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|STANDARD LIFE ABERDEEN PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T12026_V-62074653_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1161335.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1258400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">GB00BP6MXD84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|ROYAL DUTCH SHELL PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">410551.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">314054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">IE00BTN1Y115</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|MEDTRONIC PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-62074653_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1124546.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">3.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1226193.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">JP3633400001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|TOYOTA MOTOR CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-62074653_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">691213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">730266.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">JP3802400006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-62074653_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1448772.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">4.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1654848.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">5.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">LU1598757687</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">394560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">351810.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">NL0010273215</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">335760.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">276420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1791314.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">5.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">2079141.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">7.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US01609W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|ALIBABA GROUP HOLDING-SP ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-62074653_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1060275.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">3.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US09857L1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">218567.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">273440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US8816242098</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|TEVA PHARMACEUTICAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-62074653_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1824192.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">5.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1859160.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">6.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US91912E1055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|CIA VALE DO RIO DOCE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1651844.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">5.23</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1330610.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.49</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US92826C8394</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|VISA INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">104458.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">JP3734800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">644651.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">695885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">BMG491BT1088</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1260945.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">3.99</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1341332.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.52</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">DE0005552004</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">3.97</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1308440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.41</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">GB00BH4HKS39</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-62074653_ia">Acciones|VODAFONE GROUP PLC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ia" unitRef="pure">4.96</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="euro">1367525.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-62074653_ipy" unitRef="pure">4.61</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">US0970231058</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">LU0633102719</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-62074653_ia">CH1499059983</iic-com:CodigoISIN>
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qsYasD+I7JNLtkRoZu1Xw/zNiyTXNlcZRdvXq1jggSERHRp08frUd3CwuLxo0bd+zYce3atQ8ePNC9XMne3v5QObFCbm6ulZVVYmKi/lEmNTVVPL90u02bNteuXVP+k7jdtm3bisKHCE8tWrTIKGdubi7uqq0pdsbDw6NHjx4PFWX69u07Z86clJQUPTdHlEGNKJo79xGjjLJuve3mN8S5u30/Iz6Re4nXaqKMXMp+3UYpyigUClq66UhLS2uzPlTz/eC0aavayfmnT5/u1atXaWlpRVEmPj7exsZGbXiK2gH73Llzr7zyyty5c/VZLhw+fNim3NGjR2fPnu3u7i4tsbW1jYuLqzRG3L17t169esoOHtWIoOzp0fpy9u7dO2DAAOm2k5PTvn37lGsqtWrVSvz2HirKZGVlzZo165lnnmnWrJmrq+uNGzd0b44og+pX9t//VleOUTvpacnAt+w79Da+KFO/qf2Jk6eJMnI5JdvT649TsoODg2nspiM3N/fVTVs03w8TNm9T+6qxZ8+eP//8c0VHaxEsRML45ptvKt1ienp68+bN9V8uSUxMtLKyEntrb28fXa5Tp0769MpYWlpWoVdmyJAhu3btkm7v3LlTOQBIWrOsrCwlJaV3795ax5aJ8KQ6Klncrl+/vto62dnZ8+bN69evn+7NEWVQ/R7ExdVElFE96em910YY2UlPvR3HVvkyM0SZWi638lOyuVaeqVm6fYfaO6He5h3+e7/QTAkVnXC0Z8+e1q1bnzlzRp/NZWRkWFtb679c2Vexbt263zVGz+iOMr6+vm+++aZ0e/To0WpjZVxcXLQ+KisrS8QR1Vcq7oqFamuK7CV2+M6dO2r7YGdnpxxQ/Hv5cOMOHTpo7qp4YJMmTXRvjiiD6lcSFlajUUZZp8ZOmNR7qEWrF40jzWzeupsoI4vq/WmQFGWUJ33AFKTfuDErbIty5G/j0PD5W7bm5+frOvKpHNHXrFnz7LPPJiUl6Vhn+PDh586dKywsFKuJUDJnzhzdy9VEREQ4ODhIvUSqo2cq2jGxZmpqqsgxLVq0iI+PV37/ZWlpGRUVJV5adHS0uK38LkwtyohX5Obmprpk8uTJAQEBmms6OzuHhISo7YO3t3efPn0SExPv3bsnforbK1askP7J0dFRoVCI/yrk5OQsXLiwb9++ujdHlEH1K/rww9qJMso66Ow6osegZpZdZR1lmrd88WJiElHG8Mt6Y5gUZWr/q3rULREmQiMPLv7sc8/de3b8O6aiq7ZojSmavTXSSTqq6xw8ePCf//xn48aN27Vrt2TJEnGM1738Lx+8RUV2dnbKIVyqo2e07pjwxBNPtGrVysXFRbV3RIiMjBRJqH79+uKn2HRFL6Fz585qV74Wd7t06aIZZWJjY7t166a2D8XFxSLNiH1u2LCh+Ll8+XLlV3Vi5/v379+0aVMRpEaNGpWeni4W6tgcUQbVrCwnp5ZzjGptGzHGqZtTo2YdZZpm3KbNJ8rIohYv85ZOyZZGdwJVPzo+xvFRPn8sfgUmovTMmTqMMsqTntYOc+nV6TU5nvQU9bWCKGP4NcN3pdQxo/XUDABEGchYyfbtdR5l1GavtO/QW0azV9o5OF1K+YUoY+A15P+vLnPkyBFaPUCUgVEp8vAwnCijeiL3e6+NkMvslctXriXKGHh1W7teijKagxkBEGUgZ8XFBphjVOv8uD9mr2xt093ALzPz/ZnzRBlZjPwVKh37CYAoA9koS0838CijNnulwZ70NHDY2/pfZoYoU/tVb/MO6UJ5gvJSpACIMpA9QxjzW4XZKwd3H2iAs1du3bGHKGPINWvFnyN/z549S9sHiDIwEiVffCG7KKOcvTJ0uGHNXmlp89KP/7lElDHYGr56jRRlVC+8AYAoA3krXrdOplFG9URun8Gjutv3M4STnma5LybKGGz1CAxm5C9AlIGxKVqwQO5RRm32yhfsetVtmok5HEeUMcx6dv1mKcr4+PhwoTwTIf7QJ0+dCdnyWei23RcSftS6zrFjxwYNGmRmZtaqVaupU6feunVLWp6Xlzdp0qQWLVpYWFh8/PHH2o+UGtM2KSUkJAwcOLBJkybt2rVTTqmodPToUVtbWxsbG7F1aUlsbKydnV1FY9IrmihKx2zVyjXNzc2HDh2anJysXCc6OtrBwaFBgwbip7hNlIGc3b9vNDlGbfbKd18bXlezV9p3HXQ5NY0oY5hTZCtPYsrMzOQDwOgVFhZ6+6175sXxj9mOFPX3vlPWBG1WmxZb6NOnT2RkZE5OTnZ29syZM5WzN7u5uY0dO1YszMrKcnFx2bp1a4XHS408cfnyZZFURIK5fft2enr6uHHj1FaQMoTYrjTjktgre3t7cVf/TegTZaQbIpwtXbq0Z8+eyoxlaWl58ODB/Pz8qKgocVttGgSiDOSkLC3NKKOM6uyVrq/UweyVK1cFE2UMsxZ6e0tRRjkVH4zYp8FhDZ5/S8oxUpm9MHr7ri90POTOnTtmZmbSbXNzc5FjpNsizfTu3Vv/nCGyS3BwsI4Nqc2DHRQU5OTkpOuQ/AhRRnpdjRo1km6LWKY2k/aYMWOIMpBt1+v33xt3lFHWl6PG1ebslfWb2p/94SJRxgDL3cdXijKHDh3iE8Dou2RGTvxINcdINWOut45HRURE9OnTRxllbt68Kd0WmaZ58+b654yWLVv6+fm1atWqRYsWkyZNysvLU1tBdR7s3NxcKyurxMTEGooy4vk9PDx69Ogh3W3Tps21a9eU64vbbdu2JcpArh7ExJhIlFGe9CTNXlkLJz0NHTmFKGOANWnlJ1KU0fFlAYxDWlpamx4TNKOMk/NczWAhiY+Pt7GxuXDhgnR34sSJ48ePzy7n6upar149/XPGE088MWHCBOmxY8eOdXNzU1tBdR7s2bNnu7u7S0tsbW3j4uK0bqLKY2UEEaqUs489+eST9+/fV66v7BkiykCWSvbuNakoozZ75UsdX63R2Ss/2/MlUcbQauSqP8/H9vX15RPAuOXm5r765nuaUWbCrKWaw2UEESBEkvjmm29Un0EkmKeffrply5YrVqywtrbWP8qYmZmp9uhYWFhU9NjExEQrKyuxLXt7++hynTp10r9XRgQs1ZHC4nb9+vVVH1JWVpaSktK7d+8DBw7QKwNjjDKhoaYZZVRnr/x40Fs1NHulpc1LiT9fJsoYVL0asFY58vfevXt8CBg3L9+gx597UzXHNHj+rU+Dt2iuuWfPntatW585c6aip1q/fr2INfpHGREdlONsxA1LS8uKHuvk5LRu3brfNUbP6Bll7OzsVAftJiQkdOjQQfMh6enpIorduXNH3B49erTaWBkXFxeiDOSq+JNPTDzKKOvnCW/XxOyVc973JMoYVHUPXK+MMjk5OXwIGLesrCz3D1coR/4+1cF5kZd/YWGh2mpr1qx59tlnk5KS1JaPHz8+JSXl9u3bn3/+ua2t7aVLlyr9Tkdpy5Ytyi+nxo4dO3nyZK17GBER4eDgIPUSqY6e0T/KeHt79+nTJzExUURz8VPcXrFihdaHODs7S1dUio+PF9EqKioqPz8/Ojpa3FZ+p0aUgfwY00VlqvGkpyl9h7VsXW0nPR09fpIoYzjVIThEGWWuXLnCh4DRE8Fly/a9nr7rvD/Z8Nner7RetUVzGEpBQYFYvnPnzueff75x48YDBgxQPeVNNSJoHb8i8fT0tLCwePrppydOnKh1dI7YGTs7O4VCId1VHT2jz07++T/S4mKRZsTzNGzYUPxcvny58usztf2JjY3t1q2bdDsyMlIkp/r164ufxn3xa6KM8bs/axbZRcfslWN6vv7oJz117zVC8zIzRJm6qtYb/jc/dkJCAh8CqMrR8TGOj0QZGEqQuU9e0XP2SqduTo8ye2XA2s1EGQOppzaFK6PM8ePH+RgAiDKQsbKcHGLKQ53IveENl6rNXtnEvIvaZWaIMnVYnl7LpChj3NdrB0CUMX6lqakElKqd9FSF2StHjX2HKGMgNdfHR4oyu3fv5nMAIMpAzlHm55/JJY8+e6X+Jz19cSCKKGNQUSY0NJTPAYAoA6IM9cfslTP6vVHp7JWt276SdDmVKGM4Ucbf35/PAYAoA6IM9b/6Zkwls1fOX7SCKGM4UUYoLS3lowAgykC2UebMGcJHzZ30NKLHoKbmnTXTTNy3p4gyhhNlKpqLBwBRBjLw4ORJMkctzF752j/+Mnvly31HpVy5uuHYN0SKuqppvn5EGYAoA6IM9dCzV3a37yfNXhkcEr429giRoq7K7f8nxybKmET3c2nphW+/jdu9O+7zz/9z/vxDPfaXX34ZNmxY83LihrirdbWEhISBAwc2adKkXbt2u3bt+vMI+ldNmzZVe9TRo0dtbW1tbGyOHTsmLYmNjbWzs9N6PeLf9ZsB+6mnnnJ0dFTOwKBcbm5uPnTo0OTkZNWHi221b9++wgRQwcWFMzMzJ06caG1tbWZm1r9//8OHD2tdWVpfx2zeWndM92t86aWXdPxCKno5RBmiDFX9J3IvGfjWP7v0X7jzcyIFUQY1LT8//1BQ0I2ZM6UGeMXd/d+hoRVlBU09e/ZcsmRJXrlFixaJu5rrXL58WSQSkWBu376dnp4+btw4zXX2798/f/58tYUODg7R0dGRkZHSjEslJSX29vbiro5soeMwr3y9Pj4+L774otryW7duLV26VHX/v/vuuxfKnTp1Ss/NSQYMGPDBBx9kZWWJbSkUCpGcdDyqoiepaMd0v8ZBgwbt2bNH65PreDlEGWOPMkePki1qs25OnXZq8ozA0dNcHSd1GTSDSEGUQU2LDQv7bcoU1WaYN3Vq3N69ej68cePG0lTSUkoQdzXXEdklODhY9/P06NHj+vXragvV5sEOCgpycnLS9UWJHlFGKCgoUE6srbpcvJBGjRop786YMWPlypW+vr4zZ858qCjTpEkTaYIqfR5VaZRR2zHdr/Gnn35q3769Momqrqzj5RBl6JWhHql+nTr1wpQZ28ZNf2eQ2/MOo6W5eZVl7hVAqqjzKJORkcFHgbEqLCz83tNTs2Ee9fPT8xmcnZ09PT1//fVXEXk9PDzEXc11WrZs6efn16pVqxYtWkyaNEkzHEdGRmqdFlt1Huzc3FwrK6vExMRHjDIiFogjeu/evdWWi+cX+y8SlXRX5CextxnlzM3NxV39o0zfvn3nzJmTkpJSLVFGbccqfY3Tp08PCAhQ+yfdL4coQ5ShHq7E//8uTZ3xxfjpC96Y3O3FcWrZRa1sX51KqqjzKJOWlsZHgbESf9zkd97RbKfxCxaII6g+z3D9+vXnnntOGtUhbty4cUNznSeeeGLChAnZ5caOHevm5qbZJaMcvKJKdR7s2bNnu7u7S0tsbW3j4uIeNsqoDpf54YcfNJeLsKV8t+/du3fAgAHSbScnp3379mndnNZhLllZWbNmzXrmmWeaNWvm6uqq9jvRjDK6x8qo7VilUUZsXfwhpLyo/CfdL4coQ5ShKq9fpk0/NGnGyremOvZ0bdD2Ld3xRa2sfdYRLIgyqCH5+flnlyzRbLNxvr56Xk9IHBcXLVqkHCuj9QsgMzOzmzdvSrdFmrGwsFD910OHDr3xxhu6t5KYmGhlZSXSlb29fXS5Tp06Va1X5u7du2vWrOnXr5/q8rKyspSUlN69ex84cEBaPmTIEOXw5J07dw4dOlT/Xhkl8WLnzZun3FYVemU0d0yf1+jj4yMNPFIu0f1yiDJGjkvkVXHo7rRpJ9z+GPLyZr+JLdqPeqjsolbtBr5DsKj9muG7kihjIv69fv1dtUskTJlyODxcz4c3atSo0rEy4kgsDurKo7ulpaXqv/bs2fPkyZOVBqZ169b9rjF6pgpRRvjtt9+0Dj1JT0+3trYWLycrK6tevXqq/SLirlj4sFFG+j6rSZMmj/IFk+qO6R/X2rdvf/XqVWU/je6XQ5QhylB/1O0pU89MmRE2Ztq0gW/b2I9+lOyiWYyYqdtL5BFljFtOdrZi1apfp06V2nLOtGmH1q4tLCzU8+EiiHh4eEi9MosXL37llVc0j8RbtmwZP3688gsm1WExhw8f7tWrl+5NREREODg4lJSU/P7X0TNV7pUJDAz8xz/+ofUhzs7OISEha9asUfsWTOyzcgBKpSnE0dFRoVCIX0hOTs7ChQv79u37iFFGuWP6x7WdO3e6urpKSyp9OUQZooypXtpuypT/lA95mfN65UNeHrFs+k0hW9RyfeS9nChjOu7du/dtRMSxsLBjW7Z8/+9/S6FBT8nJyYMHD25W7vXXX09NTdV6JPb09LSwsHj66acnTpyoOuxXHOZFUtHx/EVFRXZ2diIZKKOPcvSM1sO/5lVb1P6pUaNGIm8lJCRo3c/Y2Nhu3bp17tz5+PHjqsvF3S5duujenPKpxE7279+/adOmlpaWo0aNSk9P1x1lKhoro7ljlb5G5fplZWU9evSQllT6cogyRq7s+nVSi1R3y4e8HJw4/eORfwx5qdHsQsdMnZeXCqIMqkCfL19gKH8sfgVGHmVyckw5vtyYOu3o2zP8R019s9/Ep55/s5bjCx0zdVUNNm9XjTJaz0kBQJSBTKJMQYGpDXk5NXlGyJhpbztNavk35zrMLnTM1GE1D9mmGmW4RB5AlIG83f//0XDGOuTlwpQZn4//4wp1f+syxqCyCx0zdVXWG8NUo4z+I0ABEGVgiIo+/NDIrlCXPHX6gQkzFr8xuc9LroacXTSr5aJV5IxaqDbrQ1WjDB8CAFEG8lb8ySdyjy9pU6cfffuPK9QNfmVC3Q55ecSyfnkSOaMW6oV1Icoc4+vry4cAQJSBzKNMSIhMJ2UMHj3V1dHghrw8appZsJKoUdPVbe16ZZQJDAzkQwAgykDeSvbulfukjEYVZeiYqfka6B+ojDLSVbkAEGUgYw9iYgx8UsaXu4814uxCx0zt11i/VcooE673BewBEGVgoErPnDGcIS9VnpSRjhlK/3p3ha8yyuzZs4cPAePvey4piYo6FBC4ISh405GjcVonklS7Fq1SWVnZRx999HS5hQsXirs6Hitp2rSp7uVKR48etbW1tbGxOXbsmLQkNjbWzs6uqKiootcSHR3t4ODQoEED8VPc1roh1evkSszNzYcOHZqcnKz7eYTMzMyJEydaW1ubmZn179//8OHDRBnIIcokJxvBpIx0zFD6l8eyZcooc/DgQT4EjFt+fv6SpT5mll0fa9hBVKs2L6/0C6goK2hGmZCQkG7dul0pJ25s3rxZ9+b2798vTdqsz3IpRkRGRkozLonIZW9vL+5W9OQJCQmWlpbiTSteVFRUlLh98eJFHfuvvHvr1q2lS5f27Nmz0ucZMGDABx98kJWVJf5JoVA4OjoSZSAHhYW1PCnjtnHTa2JSRjpmqCpcH+/UqVN8Bhi3T1avrffU36UcI1XjpzuFbg7XM8qIw/+hQ4ek2+KGcjrJivTo0eP69et6LlebBzsoKMjJyUnHk7u4uKxfv155Nzg4eMyYMfpEmd/Lp7BWTpet43maNGlSUFDAF0yQn6K5c41gUkY6Zih9yi54k2qUuXTpEp8Axt0lM3jYBNUcI9XkaXMr+ppJbYmZmVlOTo50++bNm82bN9exucjISNVpsStdrjoPdm5urpWVVWJioo7nb9OmzbVr15R3xe22bdvqE2XEk3t4eIg4Venz9O3bd86cOSkpKUQZyExxYGANTcpoykNe6JgxzOoRGKwaZbKzs/kEMGJpaWltOvTWjDJOg8dpnbBCM8o8/vjjxcXFf35UFhc/8cQTurtkkpKS9F+uOg/27Nmz3d3dpSW2trZxcXGa6z/55JP3799X3lV25+iIMkqtWrVSzpyq43mysrJmzZr1zDPPNGvWzNXV1ThmKCPKmIRHPB/7xtRpcW4GMSkjHTNUpTXY/1PVKFNSUsInAL0y1dIrc+jQoTfeeEP/5aoSExOtrKxyc3Pt7e2jy3Xq1Km6emXKyspSUlJ69+594MABPZ9HECl/3rx5/fr1I8pAHh6cPGk0kzIaU1l1n0DyqPaasPITro9nUlasXPN447+p5piGzTpu2Kh99O6jjJURa548eVL/5aqcnJzWrVv3u8boGTWjR49WG+Pi4uKizxdMQnp6urW19Z07d/R5HolYuUmTJkQZyENZerqekzLOeX2ygU/KaGRl85434aN6a66PjzLK7Nq1i+Zv9G7dujX/I8/GT3eScox56+4fe628d++enlFm48aNWs9gUlvz8OHDvXr10voVktblqiIiIhwcHKQOQtXRM5prxsfHW1paRkVF5efnR0dHi9sXLlzQM8oIzs7O0jUhdTyPo6OjQqHIy8vLyclZuHBh3759iTKQieJizSEv8p2U0ZjK4h+uhI9qrMah4arfLin/tw3jVlRUtPeLA36r1q7yD4qKOqT7ujJqV5cpKyv78MMPm5dbsGCB8royailBHPJFItF82oqWq+6bnZ2dSA/K6KMcPaN1/cjISBF36tevL35qXkpAd5SJjY0VaUz384gd6N+/f9OmTUW+GTVqVHp6OlEG8mnqixfnf7ggealP6OR5cp+UkY4ZSp+JJIXTp0/T9lHFo+NjHB+JMjAwcxauJzTQMWNSsy8JqamptH2AKAMjEf7FMUIDHTNGX9N8/VSjjNbTcQEQZSBLmTfzSAx0zBh31du8w9Prf1MWrFq1ioYPEGVgVDo6vUdooGPGiKvN+lDVLhkmkgSIMjA2833CSQx0zBhx9f40iNmXAKIMjFnM8XgSAx0zJnJxPCEjI4NWDxBlYFTu3S9uaMds1XTMGG0t9PZW5hgfHx+tFxcBQJSBvL3q4kFiMOSyfdeTRFK1st4YptolEx4eTnsHiDIwQn4bviQuGHI17zj28dBwckkVqm/AXwbKHDlyhPZuOkpKSr777ruYWEWsQnHu3PmH6pD75Zdfhg0bJl3tV9wQd/Vfp6IrCCsdPXrU1tbWxsbm2LFj0pLY2Fg7O7uioiLNlR0dHVUvyxsREdG/f3/NrSg3JG689NJLfzmia9sHtYVi6+3bt1dbQWJubj58+PArV64o/yk6OtrBwaFBgwbip7it+pCKNl3R3mZmZk6cONHa2trMzEy8rsOHDxNlUEXnLqYQFwy8np3hQS6pQk1Z6cfF8UzT7dt5X0VE/vifn1PTromKv/jTVxERFc3BpKlnz55LlizJK7do0SJxV/91Kr0isJQAIiMjpRmXROSyt7cXd7WufPr06R49eijvitvS5aor2opYPmjQINUz9SqNMiLwvVBOdVC8coWcnJwFCxb07t1bupuQkGBpaSnSVX5+flRUlLh98eLFSjdd0d4OGDDggw8+yMrKEs+mUChEbiPKoOosukwiLtAxY2Rltmmb11/pfySD3EUePJhy5aqUY6RKupwaG6vQ8+GNGzeWZpMWxFFW3NV/nUqjjNo82EFBQU5OTjrWHz58eGxsrLgRExMzYsQI3VsRy3/66af27dsr+3gqjTIzZsxYuXKlr6/vzJkzta4gXp1yrmwXFxe16bXHjBlT6aYr2lvxtAUFBXzBhOoxdrY/cYGOGSOrlz9dp5pjpMmBYQrEoffI0TjVHCPV14f+refXTM7Ozp6enr/++mteXp6Hh4e4q/864rBtYWEhkk3Hjh3Xrl374MEDtQeqzoOdm5trZWWVmJioY2dEPujXr9/v5bNUituVRhnxc/r06QEBAfpEGZGoWrRokVHO3Nxc3NXaK/PKK69Id9u0aXPt2jXl84jbbdu2rXTTFe2teEVz5sxJSUkhyqAaMIMBHTPGV25/PQ1bOS4BRi8tLe27789oRpmjx47rOW3F9evXn3vuOWlUh7hx48aNh11HZIJz586JBDB37ly1B6rOgz179mx3d3dpia2tbVxcnNb9GT9+/McffzxhwgTVLFLRWBnxMysrS+yS9GJ1R5m9e/cOGDBAuu3k5LRv3z615xdBZ9iwYcovZ5988kll3JFeptS3pHvTFe2tWHnWrFnPPPNMs2bNXF1dtf6eiTLQu+VnZJMV6JgxpmocGq46X4GQnp5OS6dXRs9eGXFQX7RokXIcjNYvgPRZR7zrmjdvXtFWEhMTrayscnNz7e3to8t16tRJ65oiSYjDv+roY929MoKPj8/8+fMrjTJDhgzZtWuXdHvnzp1Dhw7V/fyV9spo3XSlX7plZ2fPmzdP6nwiyqDqug5+n6xAx4zRVLe161VzjLLHGybiEcfKNGrUqNKxMvqsk5GRYW1trSMwrVu37neN0TO6M4qeUebu3bvt27e/evWqjiiTlZVVr1491c4ScVcs1PH8o0ePVhsr4+LiUummK40ygvhlKkfkEGVQRcHhh8gKdMwYTU3667dLMTExtHGT8uhnMHl4eEg9LosXL1aOFFE9JFe0zvDhw8+dO1dYWJiUlCTCypw5c7RuIiIiwsHBoaSk5Pe/jp6prigj9bK4urrqiDJr1qxxc3NTXT558mQp91f0/PHx8ZaWllFRUSK9RUdHi9sXLlyodNMVPZujo6NCoRC/wJycnIULF/bt25cog0eSl/8bl/2lY8Y4qsHm7WrfLqWlpdHGTc2jXFcmOTl58ODBzcq9/vrrypEiqofkitY5ePDgP//5z8aNG7dr127JkiVa81NRUZGdnZ04ikt3VUfP6B9ldIyVkZSVlfXo0UMzRvz2229NmzYVNzp37nz8+HHVfxJ3u3TporsfJTIyUmSv+vXri5+q17zRsemK9la88P79+4udEZFo1KhR1fstMFHGRLnNCyIr0DFjBNU5aINqjlm1ahXzFaB6jo6Pyf74KFJUUFCQ8joxxvzH4v1qmr7/4TJBQRYdM/U20jHzEOcuqf7HETBx9erV69q16w8//ECUgdHq6PQeWcHwq82kj8grFZVFyBa1K+OpXnMdgKl0ofErMFkM/pVFNengTMdMRTVkdYBqjvH19eXbJYAoAxPC4F86ZuQ+4Heht7dqlDlw4ADtGiDKwLQw+JeOGflW98D1at8uce4SQJSByWHwLx0z8q13V/iq5pjg4GBaNECUgSli8C8dM3KsZ9dvVuuSOXv2LM0ZIMrAFDH4l44ZOZbzJ/5qA371v7orAKIMjAqDf+mYkV09tSncY9lfrvAbHR1NWwaIMjBd0z5aT1CgY0ZG9WrAWrVvl7Kzs2nIAFEGpisl7b/12o4iKNAxI4tqGKp+DvbWrVtpxQBRBqZu1qKNBAV5dMxM+JAuGbUumcTERJowQJSBqcu8mceIGVlUw3ajngwKM9kc0zg0XK1Lxt/fv6SkhCYMEGWA370C9hAU5NExM/p9k40yg/0/VeuSOX78OI0XIMoAf8jL/826mxtBgY4ZGZ245OfnxznYAIgy+J/ALVEEBTpm6JIBQJSBXJWUPLDr8w5BgY4ZWXTJrFq1ii4ZAEQZqNt14BuCAh0zBlgjV61R65I5ffo0DRYAUQZadB38PkGBjhmDqhYhWz29lnHiEgCiDPRy5ORFggIdMwZVE1Z+QpcMAKIMHsKrLh4EBTpmDKQ6Bm1UyzF0yQAgyqASFxKvEBTomDGQaQrmL1+uFmUSEhJopACIMqjE2Nn+BAU6Zuq8hqwOUMsxQUFBpaWltFAARBlUIi//N5seU8kKMuiYecPdWHOMzYbNaqN9hdTUVJonAKIM9BJzPJ6gYPhVr82bTQI2GV+OeTxsx6wVK9VyzP79+2mYAIgyeAjuS0PJCnTM1En1+nSdWo7x8/MrKCigVQIgyuAh3Ltf/MKrs8kKdMzUcjUP2bZ4mbdalDl79ixNEgBRBg/tQuKVem1HERfomKnNcvVbpZZjwsLCGO0LgCiDKvIJ+oKsQMdMrdXLGl8teXt7Z2Zm0hIBEGVQRSUlD14e8RFxgY6ZWqjWG8I0z1pSKBQ0QwBEGTyStIzsp14YS1ygY6amL4g318dHLccEBgYWFRXRBgEQZfCoQnbFEBfomKnRcv7E30tDcnIyrQ8AUQbVY5ibD3GBjpkaqu6B6zVzTExMDO0OAFEG1SYnN9+iyyQSAx0z1V7WG8M8lqkPkQkNDeWsJQBEGVSz6KPnOTfbkOvx595stnKdvHJMg83b3/NZoXlBvLy8PFocAKIMqh+DZgy8nh040wiGyCQmJtLWABBlUFM8Vn9GYqBjpoYmKBCio6NpZQCIMqhZY2evJjTQMfOI1TFoo2aOCQkJKSkpoYkBIMqgZpWUPHjpjQ8IDXTMVLmeXb9Z82p4vr6+ubm5tC8ARBnUhoLf7rV7ZTq5gY6ZKpRFyBbNCSMZIgOAKIPalnkzr0VHV3IDHTMPVU9tCp+33EczxzBBAQCiDOrAT5fSG9o5Ex3omNH/1OtZK1Zq5pj9+/fTmgAQZVA3jn334xNt3iI60DFTaT0etmPSyk80c8zWrVu5Gh4AogzqUvi+o0QHOmYqrZGr1mjmmODgYCaMBECUQd3z9OdiM3TM6OqPGez/qWaO8ff3z8/Pp/kAIMrAILy3NIT0YGhl8+o0Q8gxLp+s1swxvr6+mZmZNBwARBkYUt/M6u2PP/cmAcKgytwrwABzjLe395UrV2gyAIgyMDgBG/eQZgyrY6bflLrKMfU2a88xQkJCAo0FAFEGBmptyGcNnuecJlPvmGmwefuUlX5a+2NOnz5NMwFAlIFB27R1z1MduN6M6XbM6MgxSUlJNBAARBnIwN4Dhyw6jiFGmGDHTMNQcgwAogyMwonvzj7TbTwxwqQ6ZlqEbHX38dXMMT4+PuQYAEQZyM9/ki4///IkkoSJdMw8Hxz6kfdyreddp6en0xwAEGUgSxkZ1zu/No0kYfQdM70+XefptYwcA4AoAyOUk5Pz2pvvESaMtWOm3uYdWiclEPz8/MgxAIgyMAYFBQXT/+XVsN0o8oSRdcyYbdo2w3el1hwTFBQkUixvfgBEGRiJoqIi/8ANz3ZnIHBdVstFq6oxx9hs2Dx/+XKtOWbHjh2FhYW87QEQZWBUSktLP/98j+PId7gicF2V9cuTqivHdFu7XuvgGEGhUIi/NW94AEQZGKeYmJhp737U/O8uBIu6STMLVj5iiGkcGl7RjAQ+Pj5MSgCAKAPjl5iY6L3ct/NrkwkWsuuY6RAcovWMayEgIODGjRu8vQEQZWAS8vLytm7d6jzpX4wFlkvHTMPQ7RWdqSSEhYUVFBTwxgZAlIEJKS0tPXHixLyPPBgLbPgdM3bBm+Yt96koxxw8eJDBMQCIMjBRGRkZAQGfMhbYYDtmGmzePmR1QEUhZtWqVcxIAIAoA1NXVFR04MCBae9+ZPOiKyHDoDpm2qwPnetTYWfM7t27OeMaAFEG+FNiYqKfn5/zpH+1cGBK7brvmGkesu2tVf4VhRjxl+JMJQBEGUCdNBbYY+nHA0e9y3DguuqYaRi63XHNWo9lyyrKMbt27crPz+ftCoAoA2ghjQX29vZeuHjpy4OnM4CmNjtmHg/b0T1wfUUX8JXmhjx79izvUgBEGaASGRkZYWFh4tj53rxFHfu5kTlqqKy6T1A9R+ndFb5eFQsPD8/Ly+PNCYAoA+grMTExKChIHESnvfsRJ2zX1ByT73lbbdzy3qbNOkJMYGDgjz/+yBsSAFEGeGglJSWnTp3y8/MTB1SXt+cyIriav2DqOm7U9PmeXstCQkIqGt574sQJ8VfgrQiAKANU3b1792JiYry9vT09Px7i4m7RkUDzSPX4c2++0PvtKe98qJpa1NKM+G1HR0dzAV8ARBmg2uTm5u7fv1860LrNnG/fx41BwQ9bDduN6jVkxtz5izU7YDZs2KB6jlJ2djZvOQBEGaD6ZWRkbN26VTrizl/g4TjyHbMXRpNRKi2LjmOGuLgvXuKpY0xMWFiYCDSpqam8zQAQZYCalZSUJI0IFjw9Px47+X27nhPJK1pL/GZcp87zqkxISMhPP/3EVEoAiDJALREH3bNnzwYHBysPxu/NW9RryIzG7Z2JL6LqtXmz+4Cp7/5roe4E4+3tvWfPnvT0dN5RAIgyQN1IS0vbt2+fOCRLx2aPpR+PHP+eyU7n1OD5t+z7uInfwMLFS3WHGD8/P4VCwaViABBlAINQUFBw4sSJgID/zeE8d/7iYWPdO/SaJI7uRp9gzF4Y3X3A1AnT5okkV+l3ScHBwWfPni0qKuJtA4AoAxiW0tLSS5cu7dq1S/XILY7uk2Z80HvoDKvOY40swbT+h+urw2fNmrPASz/iN5OcnMz7BABRBjB0ubm5CoVi1apVasfyeR8uGT5ujn0fN/lOV1mvzZt2PScOG+suXoueCcbHxyc6OprzqwEQZQCZKSkpSUhIkKZzUuPp+fGUdz7s+8bM1v+Qwaiapzo4d+g1qffQGWMnv6/7hGq12R/37dsnfgP37t3jzQCAKAPIWF5e3vnz53fv3i2O7pqHfI+lH8+as8B50r9EVrDv42bVeWzdXnyvXps3rbuO6+o4ZfDo2ZNmfPDRQg+vhxEQEBAdHZ2amsqEAwCIMoAR9tNcuXLlyJEjqhe31dpn8+6/Frq8PdfprXc69nMTwULEi5rudOk1ZIaIU2K7YuteDy80NPT48eOZmZn8lQEQZQCTkJ+fHx8fv2/fPmm6ykrNnb/YbeZ8kW9Gjn9P1KvDZ4kS+aOr4xRRIou06TFBVPO/uyjLqvNYseSF3m+LFcSaYv1hY93FY8XzTHnnQ/GE8xd4eD0CHx+fXbt2nT9/XrwW/qAAiDKAiSotLU1PTz927FhoaKiXwfP399+9e/eRI0cuXbrECdUAiDIA/qKkpCQzMzMxMVFkhX379m3YsEF58b064ePjExISEhERcfr06StXrhQWFvI3AgCiDPAQSktLs7Ozk5KSTp48uX//fhEsRLyo6U4XhUIh4pTYLpMiAQBRBqh+eXl5aWlpIt8klDteTuSPiHIii4SXC1SxYcMGsWTPnj1iBbGmWP/8+fPiseJ50tPTxRMWFBTwiwUAogwAACDKAAAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAACDKAAAAogwAAABRBg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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-62074653_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T12026_V-62074653_ia">DJ EURO STOXX 50 P INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T12026_V-62074653_ia">Compra Futuro|DJ EURO STOXX 50 P INDEX|10|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte decimals="0" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">550500</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T12026_V-62074653_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
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<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_T12026_V-62074653_ia">DJ EURO STOXX 50 P INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_T12026_V-62074653_ia">Compra Futuro|DJ EURO STOXX 50 P INDEX|10|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte decimals="0" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1090000</iic-com:OperativaDerivadosObligacionesRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_T12026_V-62074653_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
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<iic-com:OperativaDerivadosObligacionesRVImporteTotal decimals="0" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1640500</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal decimals="0" contextRef="FIM_T12026_V-62074653_ia" unitRef="euro">1640500</iic-com:OperativaDerivadosObligacionesImporteTotal>
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<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T12026_V-62074653_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
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<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T12026_V-62074653_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T12026_V-62074653_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T12026_V-62074653_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 266,70 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T12026_V-62074653_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. Los mercados de renta variable despideron un nuevo semestre con rentabilida des positivas a pesar de un contexto de mercado con momentos de tensionamie nto tanto por la pol&#237;tica comercial estadounidense como de los conflictos g eoestrat&#233;gicos. En Europa las plazas espa&#241;ola y alemana lideraron las alzas , en EEUU recuperaron niveles para cerrar junio en zona de m&#225;ximos hist&#243;ric os y los mercados emergentes registraron su mejor primer semestre desde 201 7. Tanto el &#237;ndice de volatilidad VIX como el precio del barril de crudo re gistraron puntas de tensi&#243;n durante el periodo, aunque volvieron de nuevo a  niveles previos ante la expectativa de un escenario mejor de lo esperado a  nivel de impacto econ&#243;mico. Respecto los Bancos Centrales, el BCE continu&#243;  con su pol&#237;tica monetaria expansiva apoyado en gran medida por las continu as revisiones a la baja de la inflaci&#243;n, aunque ya avis&#243; Christine Lagarde que podr&#237;an estar llegando al final del actual ciclo de bajadas. Contrariam ente, la Reserva Federal ha mostrado un tono m&#225;s conservador a pesar de la desaceleraci&#243;n de la inflaci&#243;n, a la espera de calibrar los impactos que po dr&#237;an tener en su econom&#237;a la nueva pol&#237;tica comercial de la Administraci&#243;n  Trump. Respecto la curva de tipos de m&#225;s largo plazo, continuan en niveles  bajos respecto su media hist&#243;rica, con el Bund alem&#225;n en el 2,61% y el Tre asury a 10 a&#241;os en el 4,23%. En el mercado de divisas, s&#237; que se evidencia un cambio relevante con la debilidad del d&#243;lar, ya que su cruce con el euro  se apreciaba casi un 14% en lo que llevamos de ejercicio para cerrar el se mestre a 1,176 d&#243;lares por euro. b) Decisiones generales de inversi&#243;n adoptadas. Hemos mantenido un nivel elevado de inversi&#243;n, cercano al 100%, a lo largo del semestre, y hemos aprovechado la bajada de principios de abril, para to mar posiciones largas en derivados en &#237;ndices burs&#225;tiles, que cerramos apro ximadamente al cabo de un mes con beneficio, dada la r&#225;pida recuperaci&#243;n qu e tuvo el mercado. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 18,96% durante el periodo y en los &#250;ltimos doce meses ha sido del 11,9% . Un tracking error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del 5,99%. En el mismo  periodo el &#237;ndice de referencia ha obtenido una rentabilidad de -7,52%. 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 posi tiva del 4,94% y el n&#250;mero de participes ha registrado una variaci&#243;n positi va de 33 participes, lo que supone una variaci&#243;n del 3,47%.   La rentabilid ad neta de la IIC durante el periodo ha sido del 5,99%, con un impacto tota l de los gastos soportados en el mismo per&#237;odo del 1,2%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 5,99%, a su ve z 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 period o del  2,76%. En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimi ento medio de los fondos agruapados en funcion de su vocaci&#243;n gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre hemos adquirido acciones de empresa como AIA Group, She ll Plc, Vale, Vodafone o Deere &#38;amp; Co entre otras, a la vez que hemos reducid o posiciones en empresas como Carnival, Deutsche Bank, Roche, Telefonica, e ntre otras. Adicionalmente, hemos abierto y cerrado posiciones de futuros d e Eurostoxx-50. b) Operativa de pr&#233;stamo de valores.    La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos de rivados, con finalidad de inversi&#243;n, en: Futuros sobre Eurostoxx que han pr oporcionado un resultado global de 287100 euros. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 2,3%. d) Otra informaci&#243;n sobre inversiones.  En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC no posee ninguno. 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 7,41%. En el mismo perio do el &#237;ndice de referencia ha registrado una volatilidad del 21,96000000000 0001%. 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 i nvertido. En condiciones normales se tardar&#237;a 1,30 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 valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes 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 empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. En concreto durante el a&#241;o se ha votado en las Juntas de:  BBVA, TELEFONICA . , en todas ellas el sentido del voto ha sido a favor de todas las propues tas del orden del d&#237;a. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 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. No detectamos ning&#250;n cambio a corto plazo de la actual coyuntura, por lo cu al es previsible que continuemos invertidos en un porcentaje muy elevado de  la cartera durante los pr&#243;ximos trimestres.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T12026_V-62074653_da">NO APLICA</iic-com:AdvertenciasCNMV>
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<iic-ges:ComparativaVocacionTotalParticipes decimals="0" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">45161</iic-ges:ComparativaVocacionTotalParticipes>
<iic-ges:ComparativaVocacionTotalRentabilidad decimals="2" contextRef="FIM_T12026_V-62074653_da" unitRef="pure">-0.93</iic-ges:ComparativaVocacionTotalRentabilidad>
</iic-ges:ComparativaRentabilidadMedia>
</xbrli:xbrl>
