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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">2.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">2.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">1.17</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">10.11</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">2.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">12.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">16.44</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">12.64</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">1.45</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">-3.73</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">-3.73</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-64041460_dly3" unitRef="pure">-8.21</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-64041460_da">2026-03-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-64041460_dpy">2026-03-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-64041460_dly3">2024-08-05</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">3.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">3.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-64041460_dly3" unitRef="pure">6.08</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-64041460_da">2026-02-03</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-64041460_dpy">2026-02-03</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-64041460_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T12026_V-64041460_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">22.95</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">22.95</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">15.36</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">13.38</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">24.38</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">17.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">17.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">13.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">16.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">0.02</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-64041460_da">TOPIX</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">25.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">25.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">17.42</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">12.05</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">31.50</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">20.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">18.49</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">12.77</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">13.90</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">8.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">8.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">6.98</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">7.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">8.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">6.98</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">10.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">10.90</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">11.71</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">2.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">2.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy3" unitRef="pure">2.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy5" unitRef="pure">2.44</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T12026_V-64041460_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_T12026_V-64041460_ipy3" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">14.1690</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">13.8403</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-64041460_ipy2" unitRef="euro">11.9948</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-64041460_ipy3" unitRef="euro">10.1964</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.18</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.18</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.18</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.18</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T12026_V-64041460_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T12026_V-64041460_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_T12026_V-64041460_daa" unitRef="pure">2.37</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">2.37</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">1.55</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">10.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">-0.04</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">15.39</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">-3.72</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">-3.72</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-64041460_da">2026-03-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-64041460_dpy">2026-03-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">3.28</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">3.28</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-64041460_da">2026-02-03</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-64041460_dpy">2026-02-03</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T12026_V-64041460_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">22.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">22.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">15.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">13.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">9.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">13.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-64041460_da">TOPIX</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">25.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">25.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">17.42</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">12.05</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">31.50</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">20.09</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">7.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">7.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">4.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">4.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">4.55</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_daa" unitRef="pure">0.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_da" unitRef="pure">0.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpp" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpq2" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpq3" unitRef="pure">0.11</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-64041460_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T12026_V-64041460_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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ZWrhlZ7PxoZEHRLIpJRw77rarJrtMvpq45h2VYffKefOclHvto1obLQeEJLwNC+l34NVlJZP99B4+QeQZmq0yspx69FxKZ2En+DP2eNOfvy9TazFtdsWNPhCXuirE3Z+qjltUMYVaZVSTOvdIxdXXJyHJKz0R/ytpWWNsFJvQ2Lo3FLYruUdnW/OuoNjNK6BinTnM0nrLW1HqTtf1mawd0P6Dj0YlJ6IhB5K7Rcu/E7VwWG1mMxOvRDysce/f9oNfU2k9VbV1hdXV+VdXEl18Pki1YWENHZZnCvPyuqak1tPK0dgpA9Z7q6sammKPOHpp0A2dZPS81tYO1dHMqKuk3Tl51JiGl9TsfxB3oUlDQPV3PuPn2PfYuvDgCtoTN29CI63TDFm1S01EITL/zEC1qvqSLHt5s5odBCiVs3p6EHtXVNf2n7hk4c/8gwX2fta15Z+zFcgnIK+kNnXdo9OLjw+cf7TtZvLC4TD0qdoCUQlZu40jnxWI3HQOjUHVhq43jjNNPfYJiOO5JI5tv6CFH1XNU6qB/w6OT0SEh/V27+zY7X998+NHYJSdo/y7afH2e6NUlYje1f4bnyM47p288GgQeDWIfdR23iHj0c9hHU1afjUvKxMpjgS/arz8zSV8uKa3MM31vNSf6WktragZoEPc4uO62c95p64TEDv27io0OTBZcfvB1yjvc65CwmXrGYwkUVPxj21FdcLA6UcasyUy3g49V+6nr5FRWtmSNxXqNzl5hyA880yX6TtkTFN5Yxm+1cdjK3mQ6w4Tk5pkteKfvrahsfWYfiDvQpRx39kDS3PxJmE42RnXbCx7U1Oe3fQOeB4XSR/Rz6dJyZZZXjGyYXYL0FEVA7PwoJT4JFR7tONrgiISZ6y7YugSa2HgXlZRPWnXmhBS1YT05PVdH3/kr0fadqik2VgTV7gUeKdHmN40482SgBhFp0GEn91lXFNx8IjjuSUWcOSp4niiSbz3Xbizz5h66dO8L63U1LR39P+tYq+raDZ17aKDgfmxjVXUNKreknuDW7LqNKiXYRlRN0QmM+NuCOr5zfEN39LD5R5COR8WnI3HBzhrVnHqr6aAgvfkPrdguM134go1LEDoeMztfn6DosKjk2tr2dHsE5uYvMPjVQBRbVKwbm7DOvEPpt7YeezJbR98jk9oXIunqpfSzU+dvC7vmc5ifKur99VkHFx3L1BSK+XlwBBTgM/30pYohNnB+8RYp/9DGaP1zZPQOOyd2jlMjOpYhm3ReQQm6EOx8F8Qd6FKWm1ii+IshhyKqFA/S1DVNSsHmK6GHTfX7r1AXS8slZuN43z8IKbtJYsoqU2qD77fsnHHsDSn7GBGFFRttRUPP4fDVX03YZ2+rKKqbMxfNlLSBjxTlFHSwfwfvkZlINEAnhUqs2Tf/s3ML4rgnUZD+1wpJsWNP0UFiW74QbOzdg/9aLsniW0u2So1fdmrc0pPCe+6MWHg0O5casQaExc3fSC0S5D9QaKcwYMZeXGT0oYZBIDP0jKOLivddeD12yck9ZxWm/+88to9VSlofNfwhqcae5BnC50cuOoaMn5T6wDfrwLEbiuJnFBb+cx2Frv2n7UFF0aO3uu04U734RIayOb64ZDLJsCPeGyV0bAJBP6Eh+ZVuXMJOO6oOJpeWDdUmBecxDm1SJdpufPyZlq6dgU+R0RNIBi2NhN+w756FA3U+6uYjj62cGjsnUHAzk1n9tTnS3v4KTednhH5PmityBcQd4C6QiPNp6jqnZ07XM8qpqKS1pCPhmEo2SiwpxYambbd1MklqkllpAI44WFt3DEG/P47QH4fHyobymtp+6nh2hpQ99A9Gf+044KsPVP/7ylZjPYphJ37WefyuMeztI3HzqJP7o4AQqW9+c+4qmjv4cdKNdfUoBJ694ZLEuVeTV52h71srKa1Aqsriu2MWn6AN3VkqdhNrL1In2R+7Tm1u0tJ3PHLtHRYeCsw7/Dok/KY39cgXGZoH5VFXP3b3jZy86izSqcbHNjpuII4ofOY5ZmTmuouG1t+UcBao2EA1nk861oPnHKQdXmRsKv/s/diI8jYhH8g4FqW6rg4Fy7XtnY6LPDBu2SnaeMTsigoeHHGuvtlkktFFTyZBgJm9r9gJefSLlk1TiXln56CazSBNIuac5uTmFw8S3F/e0Ml09Np7Wo90bUM0w87i7FutHcySmvyorWvQxoMPQdwB7iKqsGga2Qg9mQM1iLZpGX3V8VhPkVFiMhL0+ob149EdjwJzz6xfYwdz8oqGa+uJ2ztjT0XDlmJHjxD0Zq6+aavpk340TIZCwXs7Dvh/4nLYD7VKQG7eJA0SFuYjheU5dleuYYQPqm3MffSRnYFr7HPoyn8oRka6iSM7oHAYCTH9p/2m7mlpVlFETMrUNb8S3YifVaBYUKX20r0v79So5aWTZ+j6vXfDo5P1zN1ReIhKpjch1AalNWbWWAsGtcVpwVEUwmPvX4WEj9bWm3nkQVpmHs80CbJpo3Cv3CE748Cdk3qWIxc26VPdsPceioLber7HnD1wUYxNIigOSCpp89QwQysvdZLd/dfE9cefjKRLHXPNy++yp/cVT584ZiMUfYNjUEH4wD+YYTC7WlTMbH3Te36Bzb9S3TCOC5W+s9ZfwrbcfKrx5suvaH2psYVXVk6rBzxR1wBVU+i3oBIClRMg7kAXgULvcpZhCJajgxKftKuh/osiwetefjMpxl8bml+eBoZgodkCA7PA3Pzpesa0UcAoRO07RXy8tp5Bwq+p8C8+GgxtSNiCauukuMRJJIPRBP1xRH0UaTL9dbQb+um2nlQ9qmfMOsDm5NKYouIJOpTl/1ITraRm5PJffvaq4WBeBofNff6VYOTScSdjASCS8lFCx4Q2Xx+/7JSHX2TfyeIMuw1fcAQFjMybp7QsT0n/Sk4g9QSH9YWu2XXb2Yta949NzJi29tzO08/5Zx9YKy6HtAwfSx3D/o+VvW1q40BvsWNPTvxsh0Fx/Vyy8RAJ2dFCxx/896vJxdkrdDPBeDyRcQmqc7c/oXC+rSe+2tTaPZNxosBaM2s2x0rRM2XN2XFLToxZfFz0+n8LDc3Z/FZyWs5fyyVLqmtQvdM+7ddiFc+CQm/5MB/efvDym14Td6HaT1l5YzesgoqB7HMt2g6nXD0/R0az/t2i6mp+LV2G6gmDHRB3gDOgWMMmlclsjqHa5JaEtbGJE6/XD4dHf9i4FxSLLTayuPHNb52FTWBe3g5bJ60Yal+ThANVrAdrkYp+pvm1cwtCakWrzzY+VEr6A2bsy8wpQHEx0pch2iRcVMw2G8dXwcyPAQmBS9uFwM0nYuBMdlfqySgvR+eIFTlhUUnD5N5h3QbK4d/nvFbnyDKqIxYe7TVpF1Lz1btuI/m2dw9GJZ+nH+N4IaTOSKOZWpi65iy9LnzAmaOYHcWYvSfvzsimNixUVlXzTt+7+chjpOCLt0r9bWHr0KBlqEg2ajpJGOOos8ffZjZ9D9ySlFEqbzrCFV3TMXgKw/5yCjrPlducTx/dD1nljBNED/0seFiDqom0rKKoQoMKLSzPDykuAesrZoeqhkFTqLA/7/5tpakVrTnoiLN7SyMapeU1X6oYFhT+igxwZHtaoYiJOzqvIVqkwVq6Q7SYTMKorK19GhDaPGXNpbuN1SwQd4CT7LZznmtg2vwuRKr95XuLYYhTeuYMPePM8vKcioqChkEFqLI/UEM3tri4nzqhP47AiyNQGgLzLVYO/1ja8dJNPUWRpvgZhTO3PjbRlGvvUYysSXHUjUtYYWIp3tDb9sA/6FEA84Z1HhzBOiWd9andeYmXlPl4+d5Xys9GYRRj0j+NrCmtoYZ1IxcdQ0WOu2/kCHkV/YYz0oiOnfVOA5vy0xFKSisGzzmIKkjFJRX5hSUt7lZTs1jspo1LUE4ek7W/Z6674Bv86zKZ2HpvO/4UlWFCW27QNqIYfNiCIxnZ1Mau2fom2KpVLSnpJit7SVdPmYYsysj/BXQjRqaQjdB1ZIg6X30yYjq0hgW5FZXoJmm+Xc43EAXOSGe/Zed4ZmajsINpE3xAbn5vdR1a68qCf65h7694+goZWrBfh+OZJhESmYh+YBxB//LPNamXGFn4ZDNPWCRx7hXZrMkoF3MHP/opCAnFJbYp6dap6dYpaTzMshFc8PAW0NZ732w17cmrz954jANxBzjMeQ/vQZq6DE8RqjKPI+o/C2pxCt9oPIUhrsdFxQ5gljyAHJe43MQK61bFGiL6ThE3c/BlGB6wVOymzDMtkf33g/Pyh2qRseotipEvMhsSk1hSOoZAYX1eKKYbMvfQqp2yc0Uu/3tS/mfN+j/aQJTWn/8fP/qq49fsuu3qHY4e4xFvvmIxLyU+aaaS1ltVkw563tjGG5s/xZpZFJOxTz9uOvIIRZqTVp6evPrMzHUXscIAOXOQ4H765ngzO19UAbr/hnD7hTZt4/yN10YvPv6zQkbC9PqMm9fX70yG6i8yNJcPDEEBrEdmNpJyGZ/GXPnpZeUj8XrI7elN8/moEm1Py35s04knlDAfGKMU/n2fg6tDeia1RqiOR85HOrvRyk47pkkoTYxNQHdaahk1Wn+vbnZe7hO2/Z5f0JOAEPYP4+wtFewi4qLitlo7YFccFefFLawks2ybtHdgk3DHJyhmWQvpkVHoE1XIWBjf8w966M9kkNWsDZdazdYJ4g60GVSXnEQyZFhx5lVI+AYL20s/w5kmollXjyK+WRRThrwuKaVlShGRTOPfQZrERT8bQ5FQzt94tba2jk/wAC07FdYU7u4TyTt9b35JGYrLYgqpTcx6dGmy6Qsf9ajYVpM6GVp5rZO4i964fAtbvasxne/4ZaewqTrstx4sE5f7a7kkUtVB/30NzKU2dFimpE1T0X7x0aCDnj985R07JYSANnnm009LxG4qaZj/99XomRJl95kXg2buQ25EUr54ixT9zsix6Kxn/O+CvfuvGg+qEq3cIUstDGpraQXwdS/fd8zmi6FCnRyfuN6CWtlSCo/i19L9n5n1WjObZcaW6A9Vqhj6DPUtPPece8migGyOX07eUmMmIfaH8EgBbRIqzrHq2i47Z3QDDNfRO9p0VDg68mlkY6ygXbPrlpJmo6ljbM8RpcXdG/bdw25RVOblVVahUocWhWC8/mKMHP5ezSwwPAHV4Wgz2hqDjNTsST9ngTGw0dK+eWsn01mslVXVA2fuY3NqGIg70AbQI7TJ2mGdme0jT791bzXXK2pv/EhcaWJ11ctnd0NPKarFGyWlmCYmo8pmfHEJNTWHOt4uNYP9n5hvYIZ0AXt/9xUem+U/Zc3ZFx8bGx8TUrImrKAO5d5+8pkGxfF1SBhWcjhnZGITW1CFfQrJKPNnK+1hJ3e1qFYmiE4XPv9OjTpNprikHJUcSPUsHP34Zx9ok3OQ0pEc/D5oWCh8NByJ001sGMvhmpE16Qv+YbvGd9O3yfBOl6CNkm6JrPKKAZrExS++Dpyxj9Z0g8pCVV3bhZuuH7v+vvlS3UjW+0zeTev0QyzeKvXvyWc/GsaSIzc2Xgi/QPnA0OZa3B9HCMkrGEvQF2mYoHDXL+ikq9cJF8+TLp6K4ZHNlxV18Aj5e//9lo5/PFH/XShjEYJupE1W9gxdxAVFpdl5hdtsHPm0Gv2MDu+Kp+8QLRIyQp9LYI2Z9XZbJylrl/Ss/EGC+/xCGkfdtCm7y4+G7PYomHBuyDCDCi1UYEzTMxZsOlZ9yJxD1A7bpScPX3036OcEMRqo5jRgxl6mxlHFqHnnqrC5DbqlGTYGhsVjMxJA3AEOg9TzRVDYOgub0Vp6fd6r9VXG9f6gPlpHDxcViyQe7bDHzmWYDnm4DhmpDKoj3/YNjCkubtNoZHH7X836qBqLgnesdXjNrttyL/FIdzYdfrRkKzUCJZu502dHoSWQQXH6SmMrVFsX0CEP1tJFAhRWwGr9s/DoZIH5h/J/9n3N+fvy609GfLMOtjXv1Uy6yjWtT9g/N2/81ybtHu1A+pkmO6PfDBOTkQdmP/08adVpho9M7XyQ6DQfs4+k396tSUdFZk4h1l6vFR037udwl2dBoXK+jAP+cisr0YXOqqhA5bc3s6ZnaW9/hgVSAsLi6Nv3GRiiTVrebBULVPM74ODad4o4/XDSvRdezRW9YpGcNpPSKK9WKWmowvePlf10PSON6Dis5RBVHPk0dQ+SzPuce7R4y42bT3+JTJvyMmKcllXmnSahpGFhmpzyLDBUPiCEfmFFpN0opq6rq7d09F/+rwzTeUYoXEDRQ/PtTJNKTtQ1SGw21hNv6HLg0hsQd4DzzDMwC20YV27h4LflKHUmy45Tz9FTl1RSOrGhirrK1AqrAmvHxA/UIJbVtjm1iHtW1r5PpH5T9vBMlaAtBIFC6WHzjwjMP7JL8sXmI0+uP6ZmTkfxJtqBNqMdS/2Ionj0mlFenlJaSoiNRxVbreh41rNddkg+f6r4a8jzkSvvJq6QbGu/34+G7jVsxSikKahowX7ye2HRKDXC9Ufq7fZ5VVUNOs3gyIRW9zzo6LbF2n7SQ6X1DU1MDC0wKPBUI7VhwUJyfKKwWeOwxfdhkdfosv0E5OZrRMci4Z5GNqqqq7vWwvqFSs16QVCta3ILTRPokmHN9G9Dm6RqQD99yMJh0qozKOwdv+wUCo2fK+ujE6R1jWJkV1QM0CDe9w/a7+B2xNnjuItHHzUdVOoMwBH7bLywnGQ8efUZVIpjO7c1o/qvppLr778SmM9TDY5IwBI/oNtyoOA+2jwvev5adurs7U+0ZNE0iLEJ+x1dr3j5pJU1rtiFbuP+6oSb8ow3IYoS5D9QQNwBzkNb8uIrwVZShrry5ON3ZDkFnYeK5P7q+PyqKlQvrvrZvF5Z28786R9wFidvfoiKTwsM/6Vo0vKaDu6Mg2HoWzaxVoKvkdHsj1+makp2Qf+pEvQ59g5dfYuEoH3VGmzAZU5F5QidxtIitaxMQI1w4c7ndvvcPzRungirmvhJV89Trp5Hnd0HaRLRm9NuXkwnMaEyOK+gDbEqITaB1leh+j0GmVUMj8QGz4hZO2ITC+bTpXxpjhE1UUSTUe2FxWVD5jBfURaF3qKWdhIOLs+b9szf8wsSU9c/e0uFZOr2BW9zUkpp/8U3SCVpKRBoIHFX+x7jlpm1zNhyu62TZlQsqjzpWHoIn342idSkcbwdayFh0KdnYCwLzdxp3Qmz1l9imptzwT9XUSkl00yyPbOyUbUDVXb5NEnYJNi44pKByhoCcw9hDf2obJ6y+gyqp45fepL9kVcg7kAbQPEOtlzAw7e6D/6jtlqY2fv+c/gRigr51Qgo5tps7dDxX6FNrmmVhZuoK0XQFglCcrPZ2n5vW1YfRjE7w7p0qH7NYqwhC5CmqEdTg7LoomJa5pCCqqpB6gRastx2oIgzP3f7U0ufppeVI1FbYGiGijSn9EykyIfauABhS3yKjDrv7k0LLZHQoyrRq5BwVHiPwlOwrCyssUlN59fSFUKypUEcpKnLp6VrlJjcb+oepunDngeGbtIyvOrkwTCeFR3D4vvKeMPGaxqXlDl68XGBeYebZ1mQDwpNLClFMe8QLd3BDXlDsZjgyQdKbzU8uhCXPL2/N/S9t3sVU6KxK7bCanPos0Afv6F4voXi3NTOp3mvA6q1IBc9CQhBZfN+K6fUjFwNn5D+jxRDvieiMw2LStLSd5y/8Yrsc60rD75GxKR0urj3+gn7Gxm2g7h3L8qoQ1kaOwbP3Pr4paF+mp6VP3j2wYkrJCeo66JK+gFHDijLrtMvDCy92Nlz67EnFg5+1Hyqk8VRAD76s46gnsm37Bw2f6iysppP8AB9/aAjbLF2OOVGbRf2zs6laUdNXX1fdZ2OLKAhce4VTdqYiEVSyha6AhWpJzYHuOMoBIfJ/px+aZKUssPWaYg2CQkoiqxXmrIbPGaWV6DjMU5KQYH5VS/fEy6eLU2g7XtTYcAeaXG1X6PIMfY6uPLuuJ6S/qtNH91sq3feQqrHkHeBvpSlZaZbs+u2o0cIKvn8c/NQtRLr9ifTDaxqE98CorBJyM05fPUtw1Q7pqDQAdVdGKY9VzQMTMquqEjIK+ytguu7X7bPJflhT6g146fvyeOWnEBOoyUcZZ+ORu5M9bq5uEPk3gNILi2jjf1CtU5aMiyeaRJIjsd90UGfegZGq+ra6Rg42zgHtvuHsHicnT0lZZQ/aVsNmL43MysfhbfTv6KKLZH9fFLm9r4z113klH++FxahqgNSc+uUNPoaDAobd1x81T6bqFIydO4hFisz3PcPuucXRB8sM+S+bzfYLCHsvV1auqilHQ+OgDYi+xeZDXttldzKShRQT/z3BtMl63p91tz2TPXwV32G+GCtsSWPaJNrtHb3bdGD91ncJIed3LeZ2Vo7B7h4hQ4S3F9aVoGqHarfY9C9IaBNGqZNHqpN+tvSth2nkJ1bNGLhUaYfzd941cufrfxFc0Uu/2+3nIFlY/8wKqLEzza258wTvTLqHW4yyXAKyeiYC3VMJyoIr95Xw1L2g7gDnUVQXj6tOZt+5UwcyUFF23Lce41nQSF7z78eLXR8lNBxhoxR7ECrrdPmiLfK/TfES/e+zNpAzc305ovxXyraQi03uNc3E31UfVbEmXPQRbMoJosMzefqm60w+RXb8qoTNp2Sb4e1quqaTUceT1l9pqrl1QSpS1bRZdB0z8xea2bNkXO55OlDW7rWMyt7pYlVf3XCGTcvVFGwaJocsQ3FtqHZBKlXzZcuKSwt7/VJ67225bYnXzdaNimcZpGMJvzbZIBNWXllRWX19pPPTGxbTON8WuYjqlDyzTowYgFVi58Ghhx19kDVKXQi9qkZlilp7OSbYwrTmxPdWn2n7E5Oz2XHgp1b8N/77m073nhLBEck9p60C7s5BeYfjk/O4tTd2EXiLiAgMHz4cHFx8ZSUFBD3bopjeuaGn+k4Ri46hqUCbwwYXQKx+ZPrJO7augalZeaNW3qyrfbnil45I/uRRXDUnM94602HHu44RU05SzJ1G6mozmJRDhSkUzNGHXx44e7n6w9Vrz9WR2FdZk4BB12EwsOrnj6X6WQRMVSDuO7o43ZYs3MNRFV4+kHozRmJp6TRzQINyM1bbGTBkXM54uxOm+0ZnJc/m2I6Gq8vZuPIYtWhVrnrFzj97gfaEn2/7p/w2P5vv6I7Z/lpeSGjJsXtSC2SkIQck7Ln3hcljRbP9MoDVfoELAYJSQsNzFDJ1HG3MK0xxCVltjRBiSnGNt7bGyYT/GgYeMY7fW9qRi56alBgxMG7sSvEHSMrK0tKSkpERIRhe2BgIDoIZWVlUE8uRz+hcT0jLL0UfSAcFkVdyRPFUyiuQbVgFIPzTJNg2m9WVFyWmc1ET9VJ9ijIOnVTiUWzZnNM7Xxm/30ZG7bo7hu5etetelaFx9XH70h7ziog+4s23Zi38eouyedd4DckTysOPWjHF/GGLi113/1oWDtwgq5BfxyBoWlIkGLCkcPeQZdVP7ao+C9dg/kGZkh5qSNca2raZ1MjOnaSwtfmSR2e2HqMeKaSkJI1XvQyw7TPfmr4zSeYjDx5qWIoLd9iRLjp8CNLR396twzVJimFf++4Wxb+c635YEQk1tvYW7oWg7byLQIVUWOXnEB3r7mDHzrsbinu1Ae7qIifnx8i927Kl8hoLPaJT85kGK1cUFSKYkwnz9BVO2WxLeOXnUphVkvdf/E1itCbb5+wQvLi3S9LxW7KKeigVzYPyS8kdviCo2q61OHbianZE1eebmlPLLMKR5b0bCvjtPUW7JNrxxdZD2p+5B+82dqBIdNyCl2/SAdZb25LmyGZUV4+TJu82cphBF5vNIHSbptumVl8Lz+fajZ2aK+u+Zynn+rq6gfMOUCfdKiwunqAOgFbP4SxPHivN0+0xQWJpqw+S58as6auvo86nj5bb7u5/4ZAu8l//MzD/OQ9uaUhkkyhjoWfuQ8Lj64/Ul+yVUrHwBlda9qKid1M3AsKCuTk5ISFhUHcuykvgsKw7NVfCDajFjHWH/lmHRDZ/+DfE42VTRQdMyROanyMz7+euuZs8+2oMIiOT0f6u/3UM/afk/Ss/P7T9mArlCLhRtUF2rBIBlCFAJvX2vVMJugLisu244soGEQh4a9Q2s5piZHFEmPL+w09qCiOZkjy86NhJtdwHTJHDhsF6QG5jfl8ipDIahBPu3n1Vycsb9cgQlohwaeKv/eaMcvjYjXSlpcaPxqmBw/AEWlLFDlnZPVT07n2UI3JBQ2MGrOY8SZEYYGypgWqQQ6YsZeh4rjUyKKtU1KZgsxOWHFq34XXp2WUV++SHTr3ELrl9p5/RTR2bZMdWvSz49RzifMvUfEgce6VrokbB288DgyFpB/jyGLj0KFDxcTE4uPjQdy7ETFFxSN19JBeoJANxW4z32vslHyuiDM/eJmxuWDmugtjl5y0c20cubHr9AtDKyZNnFuOPh485yDDxsLiMiyRy/yN1wbPPkjfms8a9Fz1mrgrPbNxkbNxS0/S8osxoKJt1dZ8hJxCUNdw0s6b7fgiqh7Rws+6+vqh2uRLnj477Zz3OLgYJSaP1KE0L8cqa2t5NYgcOexpZKO4n2sA1dajyFfnrl/gCB3yvzaOHTHLq44/dpvxQgh81r7yiTqraNHm6wKqeNq0e2JswpxPOvTzhxlqewyZ64fMOXj/NYG+0aMzePSWtGHv/TW7bv97Qn7VzltquvazN1xCP9omI8J77qCa7g/qCJmrj96RTt5UQrG8i3c4F0XunALEnQvRiI4dhafc9QsyTEgmxyXpxSdulXo/be35c7c/Ne/LWrT5hiDdsMKW+rsW/HNtyJxDDNnGUViNZUNFsX9bH0uFjwa0CZktVRd+NCwpR7/IWVeygGIy9t82VBoOOLr2V8f3Uyf0VlandWy4Z2ZjPY0uGVlrzKzv+QVubWG+WF91fF17FxelZ4SOXm5lJb3Zt6ERE3UNjjRNu9hWpmpT1l5iTAzZW03nkwH1dPaceznuC94vp7GEvuntt/KlektzMo9ce0e/aF9+YQkK2K8+UNW38Gzf2MF2YGrv03vS7t6TdrW1xQ+puZquHbq+qLZq7uC7ROzmtLXnWqp3grgDHKOgqmqfg+sCA7OwpiPGTkh9GDBj3+pdt1ybhRgz1l2gX8LtmRKFabYsFKGv2C7D8HUc2R5LjIViogcdSKC4+4xCS7Ofxi09hdNz+C3OXGZoPmzLVfb3n/NYpffpB33XnOrzVpW2Ucrb/35Ddu+8yqqh2qRDTm6o6GX6dX4t3ZLqmo4fdn8cgT5RMw+OoB4VO5VsdNa9Q2NOFpKMx19vIu6oCOn/SRNLO/zio8EUFW3rlDTso/XmtutkFRlWvaChqG7+9/57tH+Rhfkbr2499mTbCfmNbOS+5xRl5VUsJiK0xPVHuH8OPZR6ojFs/pG4pExUYe14XmgQd6AV3DKzJpMMr3r5Ns+shOLf8ctP8c3aX1jMONS3srKafji2JuXXMr5efpHYesHYMEdUBnwlUAOuip8Ls8k80+TInb1m9+09Z5mnC2+pg7cLWGtizbe5DdWRJW81xFT1UrPzkZ7mV1WNIuhlVVQO0CDQVpEdT9SfSjJsaTziGAIls9midG2lvLZ2YNPmHV4Ngl5C4tfv0W5ZHRqIvc/GaYDsa/otwXn5vK+/YLPqtQ2cprxRxVZ9QkHsEC2S8JFH9u7MF9hy943kEzxAq9y8VDFEwccM4Qv/HH6kqefI5U/ZB5yZ0OYbqJ66dNvNsvJKFPsncG6EO4g7wEhtff0D/6BxRP2WZqmsk7iL/tgZh27nFiR6oHH8H6osq+hY/fg5exs9hOfvfPLwjew/VWLPOYVzcp/RXY7nxBLSNi5BE1eebp42C5U6vNP3crbOyz6iFnY8G9swD3bSk48Xjajjf0bhKT7ZuSgSX2RkvtfBhXb0Ipa2AzV1W2p7QcF1fHFJB485o7ycYfkqVNJYJqd13Bs+Wbm9FVTorxG62XrdfpOcnoNF3yMVPi8ytBA2t1ljZj1CR2/R5utBLeeHmL3hkn9o42D8jQcfqpPt0c0mMO8w+902XIKLd3h9PYfvTxB3oBGkCKtNrTdbO7CI++aKXNl7/tWkla3P10BRFappomevsqq6/7Q9/xOnjgUkGrvuu/D6mRJlyNyDKMS+9lAV1aNR8DJ7/SU33wiOnMVSsZtX7qtWVDZZ/Cw2MWPqmnO/y7H/2jr2Fm2DuA++8/a1B3WM9mIjC5WIqHUWtsN0yGH5v+J0CQeXaeQWE6vR0jJ3hKhm4+VrOFQ2IiN9lHA+Cb+ih/sOngK3G3PvRMamjjnz5LiLxzFn9yPOHlLf/P5aLsmiynX9kTq6nX40ZPccMGMfKhsmrpCcuvYcPM4g7kAjhNgEFCe+DY1g/QCPEjoWEBbn5d/6ZJDc/OI7L3WGzj1k4xI4Z8PlofMOT1gh+dfyUzsb5g2dklHimba3tKyC4yfyCW89ceUZhseb9QJAnY24vUu/rVeq2GsHRyFtn1uv9eMSsFLhgse3s+7fGPaR8w1kkR1shYmld3aHGqBSSsv0E5I6MuSxldLrhco2Y6vonwMTN6vpLXvdmO++qKSMYQEsFImXV1S1ZMrY5tu0tef2XXizZtdtqScaWPzBNJc6iDuI+x9HcXX1UWePOfqmQXn5rcRc9fUt5WttiR2nnt94rL7n3Esjm29fCbZvvpjYNaz7U11da2rn00lnFBGTwpDsW51kf0Lqw+/y8AFHt4G7b7KZLQdVMgY8VcIWPDnv7r3R0p5hMaNW2WBh69SWBeSas9XGYQyRImpp10kOmS+n+JcWabZ+Y81g8rNPZ8i/ChL65YqwyT4sTGXmFK7cIbNg47V5olfSs6hjbDYdfnzzqQY81yDufzrfsnOm6xmfc/9WzsaqNHkFJcMXHGmTffkPlDW7b7V1vboOUldXjwSCvsv3wX/EDq5i2hGOOXsMPnCLzVZga+eAIW/VfHOooffTwJBZeib6CW0bQC1m42je3sReGEuMLf7S1V9ibNFJDjl7S+Xca20BVfyNx7i7r/D97r7VCf2VT1Fw/cXI2Mbjd/OJ4Jm+F55TEHegLQpYXy8fGDqGQDFKTGbzK99jU9GD16ZfsXMLGrXoOGfn3bHD2t23sRkiGMdvKOLI9r/L1WfcvIYcuauiY2Vk/a3VxIEvVQyHqmh9b1iLVSM6dpiOXmBufpt+bq+Dq158YruPNqu8QkCbTIpLoK3UwXE2Hnw4YMbevsq42btkZgpf4H31mf4c/95/38EjBHt/+OpbGXlQBhB3gG2SS8vWm9uKWNqllpWx/y1338g1u2636YcKikr7TBZnMzk7B7nyQJV+Mejl/0q3NJyuC7jk6TPs5MMRi44OnnPw9otWMisI77kz4JMmlujRLi29rzq+uLq6TT933MVDk27hZjbBxyaoRcWqR8VKf/MXs+nccYSoUlVXV7fbzlm3oWthJF4vu+JX7wsSdB0Dqip90rEaOHNfSWkFPLAg7gBbUOKTRhMoCsFh7MxjRBXkcUtPjlt2atKqM6dlPu5sexrFZdukacucdhlKmhZIJbH3+YUlvNMlUMn0uxx+45sftujzkWvvtA2cWO8sce7VAHU8NgvJNTOzrzqhrT93wcP7Y0RUW781QIOI7oqxBMo4ov4VT98ucMt9/2Bhc9vzHl79cQT6G3HVzlsN62rt4Z99AEd2gAcWxB1ondKaGklXr5l6xliTLmuqqmsevtUdJXTs1nMtFEOdufVx0aZr2KLY3I+LdzgKk41tvLOyC+6+IvyurDIYt3wCFBo6RU/eVGq1dWjFdpk+anhM7AqqqpQi2lwmSXv7vw5pW4qSgoaVzbvYLQYJSYsNzRcZWixtmoC+orIahfZpGXlJadnwzIK4A63jn5snSDE56erJztx0V+/w2Rsu7T6jkJrRWAwUlZQNmLnvyn3V7nK+RGPXflN3U/N+TNwVGpX4G4/kvn/QkwBqI/LZWyrYwrMsGLNSkl+zQ32/O2ydttk4tekrnlnZKzpt4CMA4g7i3lmgMPBVSDiqdJPZ6GcrKCpFQfqEFZJG1ozDq+dvvLq7q/IxcQRsGmRlVfXvPQz5wNC7ftS1hy7d+6KsyUpD0aHyCB0dT9TvUKkWl9DWgS64qNhjzh7wpIC4g7h3J9LLyjda2gub2ySVlLa6M8nUbfyyU0iDaAON6cnOKywtqwSXthVUssp4U2ecXn+kTr/2W3NiEzMmbL1BGwDePqrr6obrkNPLytn/Cjq8F0FhcKVA3EHcuw0mSSljCfpPAkJqW+s7TUzNFjv+dME/19hcwR1gn/dhkde8qF2U0vKarz8bsdjT0SNkieTTjk8N3W3nfMc3kP39t9s6sT8iFgBxB3H/nZTX1l7w8J5KNvLMaqVXqra27q2qychFx54r6/+WVeh6PCoRUehaoDdyCjrIyayeAorjP3c/inR4auhtn4A2LZP9F9Gg3WteAyDuIO5dR3Be/lx900NObkWtDZEOCItbKnZT9MCDmIR08FsnoR4Ve8rV80fDRNnH71itgUdda+09fmfLeWPYJDS/gP22nTrqWhn4ipo6uFIg7iDuXI1iWOQoPEUnppV5Q2XlldLymmMWn0DRIjitU0HXAlu96KmiXvPlQ+lZuUN26xvNox3u26yuqxuoQaysZasell9ZJaBNhssE4g7izr1klVeI2TiuMrWKay2dt5VTwNQ1545ee8+w3B3QGZDjE/c5UFdPfvHRAFudKigiUd/Cs/me80SvnjWwuejBgXn/8wzMWs0EhxFdVDxDzxguE4g7iDuXYpWSNp6of9cvsIZl2u2s3MKDl/+b/r/ztj9XsgY6G6PEZCxD75svxljCwgt3Pk9ezZgTv7qmdpDg/ie+Qbd8Ajr+owcc3bD1jFrFMysbBQRwmUDcQdy5DlT7vu7lO4lk6JLRyjJd6iT70ULHbz3XZpEgG+A4FsmpWLYWRZz51QfUWWCnbir9tUKSYbfAsHgUuf9r43i4YytQY8gHhrJZSJgmpfxrC01zIO4g7lxGREHhIkNzCQeX/EpWeh0Vl7Zh370V22WCIxLAaV2MfVoGlhtdRdsKxezozd7zr5onT1bTtTt2XXGDhZ1yxPeO/+ijgOC+OHw/HL4/Ds96T1xU7AkXT7hMIO4g7lzEp8ioUXiKWlQMi32qqmuevCePXHTsA878dy0i+ofjmpElbE7NOvCVYHvmFjXLzd/77vebuodhzczDV96+/mw0hkBJKS3r+I+W1dSml5WnlZaPJ+rH/lzz6JCTW/NZyq9CwqUb5lgBIO4/9/hJqxvz8vJERUV5eXk3btyYn58P4t5xcisrd9o5LzW2iCpk1SPq7hs5V+TKjlPPU9JzwWm/i2/ZOStNqI3aGnoO2IJQM4QvoMg9M6fJSqdjl5x4pm0xrmO5B5qz39FVO6YxA/AkkuG5Zov2yf7MawaAuDNKfKsbZWRkJCUlkcSjV1lZWRD3DuKQljFB10DG27+6rsWxyYXFZeflPv21XJLpqAygKwnIzcOmFOENXQ5ffYsC9gEz9i7cfD0grEnW9en/O6/ozWpx1PahGBZJE/SpZEMxa8bm9VOunqwrfwCIe4sbBQUFIyOpmUsjIiLQexD3doPUHMVZfxEN7NJYzTlCgo5kHYk7/VJzwO8ivKBwrj41pQzZzH3fhdcZ2QWjhY6LHX9q7uBHv9vAmfu2WNpd8eTw0rJ+OXlzaKuVkgxnURgnN+2wdTKG3AMg7u0Tdz4+vvJyahoj9Ireg7i3j+ii4mXGluhRzKloMXtXclrO9pPP5ole9fCLBI9xCTE/B5IbWHqJn1XwDoxetk36tOxH+vS/BUWlQ+ceWmJs8TmSw7l9iqtr+uHwF9y9UWQwUkdvQLPJTWvMrN0zIXM6iHuHxZ2fn59h58DAQHQQysrKcDFYgIuKHYWnqLS8wk5dXb0iznzkomNPFfUgRQxXkVRSOolkiN6Y2vmgopdi4YEk/uFbXfo1u8Ojk2dvuDSNbBT9s/OTg6SWlQ3SJHpmZvfHEeYbmPnn5jWpWFNMvhfCXDYQd2iW6XIKqqr2OrguNDRnkdopKDxhxXaZDfvuRcWlgce4jYzy8rEEajeplVPAlqOP95x7uXrnLRS2068PZecW9PeBB7waRBb9KB1htam1Q1oGn6buchNLdDDjifrjiPpYT8BwHXJuJWRyBnFvl7hLS0vTOlRlZGRA3NnHNSNrMsnwmpdvS3lCyiuqbj3XHi10XJ1kD+7iTvIqq5CAojf27sGiBx48fke++VTjC8F2rugV2j7aBk47ZT9M77Q0ADvtnNW+x0zQNUASrx4VqxYV+ykyaog2CZUlfXF4dlbTBf4gce/VFBYbc3NzRUREeHh40CuSeBB3dqipq7/vH4TCK8uUFoNxW9egaWvPHbrytutXoAbYp7Smhq9h5Txnr7D1e+/ef0N88p4cGBbPP/tAzc8GNAUVA4k3WputO2s96LPu3+77B883MKPfiP79GhmLqgsg7iDunQiIOz3xxSWoHr3F2iGzvILpDjl5RUeuvZu65hyq6YO7uBwUHffHUZNBevhFrtl1W/a51ksVahP8sm3STp6h2D5XH6iKq+lf5vRQGRr3/IIkXb2wuVQ0UI1wuYnls6BQuEYg7iDuXQE+Nn4UnvIuLLKlaEqT4jhm8Qlpec2ycmgq7R70VtNBV9MnKGb5v9LXHqq9V6dG0Ch+l3qCQ2/q6+slzr3aQjR5H9ZZY5yUwr+L2TjusHWi30iMTUClTnZFBVwgEHcQ986lqLr6iLP7XH3TlpK1xiSki+y/v1TsJsP8F4DL4cERqurqAsPihbbcOC/36ZOONdpoauvTZ/LuvpPF+0/bM2X12dFa5HehnSXu5PjE5SZWDKtgJxSXnHX7BlcHxB3EvXPxysqZRjY67+5dzqzvtLqm9pkSZeSiY29VTWprYdGcbsZgLVJxdXXo96T5G6+ekPqgoeeABezJ6TmRsSl2rkETlp+eQdB3Ts/qrOc8I3O6njG2lCsA4g7i3kXU1dc/DQwZQ6C0NFHQyz8KicK240+TUmGySbdkhI5ebmXl99jUWRsuHbz8H9HYtfk+sygmkQWdNd48oqBwJF7vUUAwXAsQdxD3LiK5tGyduY2opV1aWXnzT4tKyi7d+zJ+2SmymTvcrN2XcUT99LLyuKTMaWvPiZ9VMLD0ar7PWAJ1n046gLzKKl4NYue16QMg7iDuTdCLTxxNoLwMDmPad2pk/W3CCskztz4WFJXCndq9I3c8ebedyw5L+1ESstuaZZXBGKSpW1ZT00kHgG6wPup4XHQsXAsQdxD3zqW0puaUq+dMPWO/HCYD/1MzcnedfjF7wyVX73C4R3sAm6zsUf1ssq4B/+mHogce2LkxrnFYU1ffr7VVNTrIAA2iBog7iDuIe6eCBF2QYoLEvbRZpFZXV6+saTlK6Nijt6Sq6hq4QXsSe22dBu+79T9xOTefCIaPcisrsVmsnQefpi4OUvuCuIO4d17t+GVw2GgCRa/ZgjiI0O9Jq3bKCu+5ExmbCrdmz+OgvctACZnl/0r7BDGKbHxxyVSyUaf++pfI6KQSaN8DcQdx7wTSyspFLe2EzW2aP2MVldV3XuJHCx3/SrCth7ngPZRjTm48e2QWbrrefCXbwNx8ISNzcBEA4t79ME5MHkvQfxoY0jyPh4NHyAzhC9gyDnBH9mBOu3r1Fb85a8Ol781qZs4Zmeua5gYAABB3bqe8tva8u/c0spFXVg7DR7n5xcdvKE5edYbp8Amgh3HBw7u3+E10uRObzVcwSUrZ3jQ3AACAuHM1wXn5c/VNDzu5F1VXM3ykY+A8dsmJG49xpWWQ3OOP4LKnTx8JaXTRm1fRdGLijzjDVAYAxL07UP/jx/uwyFF4Cj42nuGjuKTMfw49XLxFyi8Ehqb9QVz38u138LbA/CP5hSUMHymHf7/UaSkhARB3EHeOkVlesdXaYZWpVXxxk8e4pqZWQcVg5KJjrz8bQYqYP42b3n68R+8OFNzfPJ3ns6BQOd9AcBEA4s7VWKakjSPq3/MLqqlr0nfqHRi9aPP1LUcfJ6RkwZ33ByLrEzDwxL0+k3fX1TF2qt/yCVAIDgMXASDuXEplbe01L9/JJEPXjCbyXVJacfWB6rilJ5lmjAL+EO74BvKdftRv6p7mH5139/4UGQUuAkDcuZHwgsKFhuZ7HVwLqqrot5va+UxadeaUtFJeQQnccH8y9/2DBp97Mkhwf/OPDjq5EWITwEUAiDvXoRIRNQpPUY9q0kGanpUvce6V4PqLtNXUgD+ZRwHBQy/IC8w79L2wyDK5ydK422wczZNhWjIA4s5N5FZW7rB1WmpsEV1UTNtYX1//Scd6lNCx+2+IlVXVcJ8BCPnA0KFXno0SOn7F02eiriH9R/8zs3HLhJ4YAMSda7BPy5igayDrE1Bd92voS3h08trdt9EfegN3GEDjRVDYsOsvJiyXlPHxH6GjF1FQNFffRJBiMotiIqBNdkjLABcBIO6/H6TmMt7+SNnt6Z5JFKSjUB0F7ChshxQxAAOvQsKH33g5dc3ZW74B/dXxholJsymm59y/nXf3vuTpk1JaBi4CQNx/M1GFRUuNLXbaOedW/hqw7OwVJrj+4p5zL9Oz8uHGAprzNjRihPRrdJMgNR+uo3fbN+DGN0g7AXCfuPf6Cf3GvLw8UVFRXl7ejRs35ufnM+zJsHM3FXe1qJhReAr9wLX8wpJT0kqTVp0xsfWGWwpoCcWwyBGyb+aKXtnr4DrfwOxvC1utmDhwC8ClkTuDXsvIyEhKSiKJR6+ysrJM9+m+4p5fWSXh4LLI0DyioJC2kWjsOm7pyasPVEtKIUUMwArl8O8jbr9dtPmGiKXddlunsQT94Dyo5AHdRNwFBQUjI6mL8EZERKD3PUncXTKyJpEMr3v5VtbWYlsSUrK2HH28aPN178BouJOAVvkcGT3izrulYjeFjMyvefn1wxHo++EBgKvFnY+Pr7ycuoI7ekXvafsICAgMHz5cXFw8JSWl24l7TV39Pb+g8UR9q5TGscm1tXVvvhiPXHRMQcWgpqYWbiOAHVS/x4y4937lDtmJugYP/IOGaJHAJ0C3FHd+fn76j7KysqSkpERERBgsBAYGooNQVlbmTgfFFZesMrXaau2QVd7Y6uIXErt4i9Q/hx7GJWXCDQSwDy4qdsT992vFbw/S1I0sLNSOiQefAN1G3Jk2y9AoKipiUHwuj9x1YuJH4SmKYZHYv6VlFTce48YuOaFj4Ay3DtBWtGPiRjz4ILz/Hq8GEbwBdDNxl5aWpnWoysjI0H9UUFAgJycnLCzcLcS9qLr6sJP7XH1TWpeXhYPf5FVnjt9QzM0vhvsGaAeE2IThDz+sPfF4PFEfvAFwr7j3agq2MTc3V0REhIeHB70iiaffc+jQoWJiYvHx8dwv7p5Z2VPJRhc8vMsb+k4zcwr2X3wzQ/iCg0cI3DFAuyHFJQ5/rLTqzPMFBmbgDYDbI3dOwSXiXltf/yQgZCxB3ySJ2vFbX1//lWA7Wui4nIJORSWkiAE6hH5C0rDHyssvv1xvbgveAEDcu46kklJhc5uNlvbpZdQ+4cjYVOE9d1btlA2JTIQbBeg4RonJAk+Vl0j9J27vAt4AQNy7CHJ84mgC5VVIeP2PH1XVNY/ekkYJHVPWtGy+aA4AtA/TpBSBpx/n3FM66OgG3gBA3Dudkuqak66eghQTvxxqJ4Grd/jsDZd2nX6RmpEL9wfAQSxT0obKf/zrxRdRSzvwBgDi3rn45uTO1DOWdPUqrakpKCo9c+vjhBWShlZecGcAHMcmNX3IM5U5D5XvwFrYAIh751FXX68QHDaaQKHEJ6F/yWbu45edunTvS1EJZF4FOgX7tIz/GVvKuHs/9A8GbwAg7p1CWlm5iKXdOnOb5NKypNTsbcefzt941csfVigGOvNhy8hcb2571y9QPhCWXQRA3DsBo8TkMQQKesCqa2rfqZmOXHTsmRKlGlLEAJ2MW2bW/8xsZH0CXgaHgTcAEHdOUl5be8792zSy0bfsnICwuGXbpEX2349JSIf7AOgCPLOyV5ta3/jm9zY0ArwBgLhzjKC8/Dn6pkec3bOKSqTlNccsPqFJcYQ7AOgyfLJzl5tYXvb0UQr/Dt4AQNw5QP2PH+/CIkfhKYTYBGvngKlrzh259i47twguP9CV+OfmLTGyQHXHz5GwAAAA4t5hMssrtlg7oOqwb1L6oStvp609Z+saBBce6HpQ3XGRofkpV0/1qFjwBgDi3iEsklPHEfXv+wepkuxHCx2Xfa5VXlEFVx34LYTlF8wzMDvq7KENS6cCIO7tprK29qqX72SSIcE/fMO+e8v/lQ4KT4DrDfxGIguKZuubHHB0042DWxEAcW9viLTAwEzC3uXuB/LIRccUceaQIgb47UQXFc/UM95j76KfkATeAEDc28zHiKhReModG7d5ole3n3yWnJYDlxngBuKLS6aSjXbYOmEJpQEAxJ1dcioqt9s6LTYwP/Tw61/LJSkWHnCBAe4hqaR0Eslwq7WD5c+V1gEAxL117NLS/yIa7NI1G7/y9Hm5T4XFkCIG4C5Sy8rQLbrR0h7dq+ANAMS9darq6qS9/cfhKWtu/DdX5Iq7byRcV4ALySyvGEOgrDe3dc7IBG8AIO6tEFVYtMTIYqE6acRKySfvyVXVNXBRAe4kp6JyJF5vjZm1R2Y2eAMAcWeF6veYYVqkKVcU1u+9GxUH7ZgAV5NfWTVMh7zcxNInG9aBAUDcW35Odtk4jf6sM/zvi+ok+/p6GOkIcDtF1dWDtUhCRuaBufngDQDEndlBZ2SO1iIJSL3cf+W/rNxCuIpAt6CspmaQpu48A7Ow/ALwBgDi3oSauvobbt8GftIaI3HLyikArh/QjaisreXVIApSTKIKIWkdwMXi3usn9Bvz8vJERUV5eXk3btyYn5/PYmM7xD2uuGS6Bpn3/vsLzzTKyivh4gHdCxSa9FXHTyUbxReXgDcAbo/cGcRdRkZGUlISqTl6lZWVZbGxreL+2sufR0Vz4hWFgDBIugR0V3qp6UzQNUgphUkYQHcTd0FBwchI6jDziIgI9J7FRvbFPbe8YtEXYt9Xn2XUjGpr6+CaAd2XPur4MQRKZnkFuALoZuLOx8dXXl6O3qBX9J7FRjbF/auLP4+i2uQnH6OSYd4H0O3pjyMM1yHnVULeaaA7izs/Pz+LjTQCAwPRQSgrKzO1v+CdpgzFBq4T0DMYqEEcrEUqrq4GVwDdTNw7o1kGAHoM/Fq6AzSIFbW14Aqgm4m7tLQ0re9URkaGxUYQd+APZKg2qa86vhbm3AHcLO69moJtzM3NFRER4eHhQa9IzVlsBHEH/kBG6Oj1VtMBPwDdIHLnFCDuwJ/AKAKlP44AfgBA3AGgRzGWqD9IUxf8AIC4A0CP4i9d/SFaJPADAOIOAD2KibqGw3X0wA8AiDsA9Cgmk41GEyjgBwDEHQB6FNPIRuOJ+uAHAMQdAHoUM/SMJ5EMwQ8AiDsA9CgE9YxR8A5+AEDcAaBHMZtiMpNiAn4AQNwBoEcxV99sjj6IOwDiDgA9i3n6ZvMNzMAPAIg7APQoFhiYLTI0Bz8AIO4A0KNYaGC2xNgC/ACAuANAj2KRodlyEyvwAwDiDgA9CiFDi5WmIO4AiDsA9CwWG1usMbUGPwAg7gDQo1hibCFsBmsCAyDuANCzWGpssd7cFvwAgLgDQE8T978t7MAPAIg7APQwcbcUtQRxB0DcAaBnsczE8h9Le/ADAOIOAD1L3I0tN1s5gB8AEHcA6GHibrHV2hH8AIC4A0BPi9zFbEDcgW4o7iEhIcuWLRswYICYmFhRUVGjLTpA3IE/XNy3gbgD3VHcV6xY8eHDh9LSUvR67949mrhD5A4APxpGy/xr4wR+ALqfuA8cOLCsrAy9Qa9z5swBcQeAJuJuZLHdFsQd6IbivmTJEmVlZaTsHz9+5Ofnp4m7gIDA8OHDxcXFU1JSQNyBP5YlRhY7bZ3BD0D3E3c/P7+FCxfy8fHJysoiNaf/KCsrS0pKSkREhOErgYGB6CBQkQAXA+jxmCSlOGdkgR+A7ifuNAwMDNauXcuwsaioiBbOQ+QOAADQncS9rq7O19d3xowZRkZG9NsLCgrk5OSEhYVB3AEAALqZuPfq1at3794TJ05UVFSk34gYOnSomJhYfHw80y9+/fpVkyXKysqanADsgB2wA3b+BDt6enqd0izTZaUQ2AE7YAfsgJ02hODcJu5BQUFgB+yAHbADdjpoh+vEHQAAAOg4IO4AAAAg7p2Go6Pj2LFjhYSEwsLChIWFBw0atG7dupZ6Zdtwer04c4JgB5wDdsAOm6SkpIiIiPDz8yMp64iIddAOt4j7kiVLCAQChUIZMWLEw4cPi4uLHzx4sG3btrba4eXlPXr06NatW+fNmzdkyJBWE5mBnXbYAeeAHbDDolTYvXu3lJRUUVGRnJxcO0SMY3a4RNwHDhxYXl5eUVGBTgxLM1lYWCggINBWO9ra2qtXr05OTu5gIQx2wDlgB+y0T5SHDRuWnZ39o2HSTztEjGN2uETcFy5cGBsbS39iiYmJ06dPb4cpHx8fVA/w9PTsYA0L7IBzwA7YaYcoo/C/I408HLPDJeJuaGh4/Phx+i1nz57F4/Hts5aRkbFhwwYtLa0ONp+BHXAO2AE77Ity8yad9ok7Z+z86KFUVlaePHmy430jYAecA3bATneEq0+jpKQE7HQXO+AcsAN2uMoOt4h7cHDw/PnzBQQETp8+XVxc3O6aCNjpAjvgHLADdrjfDreI+9q1a//777+8vLzHjx8vW7YsJyenfecDdrrADjgH7IAd7rfDLeI+aNAgbN0+hKqq6rx58zIyMtpxPmCnC+yAc8AO2OF+O9wi7kJCQv7+/rR/379/P2fOnHacD9jpAjvgHLADdrjfDreIu7Gx8fbt2+m3yMvLt+N8wE4X2AHngB2ww/12IHEYAABADwTEHQAAAMS908jLy5ORkREUFOTn5+fj40NvZGVl8/PzwQ4X2gHngB2ww/12uEXcRUREJCUlIyIiyhtAb9C/GzduBDtcaAecA3bADvfb4RZx5+HhQeUVQ/HFy8sLdrjQDjgH7IAd7rfDXZF7ZGQkVlihN+hfUVFRsMOFdsA5YAfscL8dbhH33NxcaWlpQUFBvgbQGxkZGYbiC+xwiR1wDtgBO9xvB0bLAAAA9EAgKyTYgayQYAfs9EA7kBUS7EBWSLADdiArZKcBCd66kR1wDtgBO9xvB7JCgh3ICgl2wA5khew0IMFbN7IDzgE7YIf77UBWSLADWSHBDtiBrJAAAABAd4BbxH3u3LkPHjwICQkBO9xvB5wDdsAO99vhFnH39vaWlpaeOnWqoKDgnTt3AgICwA7X2gHngB2ww/12uK5Zxs/P7/bt2zNnzpw2bZqsrKyPjw/Y4Vo74BywA3a41g73trkHBQXdu3dvzpw5YIf77YBzwA7Y4TY7f0T6AQAA/hC4LW3Ab6SnpR+gkZKSIiIiws/PLywsHB8f/7vs0E4B1bCWLl06aNCglStXtqOrhFN2hg4dev78eV9f345cLI4YQZiYmIwcOVJISCg0NHTdunUDBw5csmQJOsHfZaewsPDOnTuzZ89Gl3vYsGFr1641NjZux3lxyg63rezD+s7sejvcNt2f2/zT09IP0L6ye/duKSmpoqIiOTm5bdu2/S47vXv3rqurQ28WLFigrKxcVlb24cMHdIK/yw46r2fPnk2fPn3hwoWKiortyCPKKSMIpDLmDSAF/PjxI3ZSSJd/l52tW7eiL6KvKykpIfkzMDCYMWMG8vbvssNtK/twm3hx23R/EHfmcGzG7c+voOc8OzsbvSkoKEBl8u+yM2HCBCzCRRETdoKlpaUDBgz4XXaw86qvr3d0dDx8+DA6o/3799va2na9kR8NK85UVVVVVlYig0h00BZ0aiju/l12kD9pvkV+Rm+QzydNmvS77HDdyj4t8LvscN10fy7zT09LP0D7ypAhQzpU6HHIzrt371DUhmI3aWlpWlCJIrvfZYfhFFCJhSLKxYsXd70RxKxZsywbQCXop0+fkC6jU/uNdlDUhkXc6BVVStAWVFtCdabfZYfrVvZhdv935OHqoB2um+7PZf7paekHmBZ0v9EOgkKhrF69GoW3KIhDMnT79u3/t3d+IVFscRwnogwDK8V2ixArKMqXSsrMjP7SS1gpFgVRQYiIktyXHnLVopcUX6R/lESaPQn9UXu4GAv3oYVbkGVbkfln2asGNzOFaLdb6P3dHTjN3XF2p9nfbGfH7weRM6c5v/2es3O+e2Y82298fPxXxWG5SeS601SelZP99fT0bNu2jRa8NM1M7BvjikPNN23aFPbI3kRnueJIl9lHMvOS7uv+MHcAAABWA3MHAACYe5zF/fydiGy7x2wZB4MTnzhckwJxZqb52M3cZds9Zss4GJz4xIGZJlYc2a4fWcyda/ePbLvHbBkHgxOfONJtrUOcxLp+ZF6km/7wlGf3mC3jYHDiE0e63ReIk1jXj83MXbbdY7aMg8GJTxyYaWLFke76mQIAAGA7kIkJcdApxEEcZGKyDCRVSaA4GBzEQRz54yATE+IgExPiII4N4yATE+IgExPiII4N4+APqgDEA9ky+yDNme3Bfz8QhRgzMXEl5Yl9ZKzTY1oMVwYlt9vtdDopjtfrpbcpOTmZopl4s7gyTHFl9pFND1c6MK6rSDY9XKbBNj42M3e2b+4yZWLiSsqTlJR07NgxipaVlZWSkmL6S3QserjEcGVQoiZ37txpa2tLS0urqakh/6qurjaXfoslwxRjWjGp9HClA+Oa7LLp4TINu5m7bN8A5srExJWUp6WlJTc31+/3x7isYNHDJYYrgxI1oeaBQIDi0IxSblBMp9+KPcMUb1oxefQwpgNjmeyy6WFMA2erTEyyfQOYKxMTV1Ie4smTJ7RE9Xg8sfgplx4WMVwZlKgjfX19aiU+n48WvDFehKYzTFmU2eeX67EoHZjpySWbHvY0cPZZubP0h/Gb3yyZmLiS8ijQgmv79u3Nzc2mIzDqiV0MVwalu3fvHj9+XF1TUlLS2toahzvfabE0s88v1DNlZTowG+hhTANnK3MHBgkGgydPnuSa9nYSAwCAuZsEu9kwONADPTD3n4NrNxvX7S3X7jGurZlS6cHgQA/0WKeHywxlMXeu3Wxc5s61e4xra6ZUejA40AM91ulh29oribkz7mZj2UXEtXuMa2umVHowONADPdbpYTNDSczdot1splfuXLvHuLZmSqUHgwM90GOdHjYzlMTcLd3NZuJ94to9xrU1Uyo9GBzogR7r9LCZ4RQAAADbAXMHAACYOwAAAJg7AAAAmDsAAACYOwAAAJj7zHpfATAM5gvMHSSSuWMQAC4VmDvAjAW4VADMHWDGAlwqAOYOMGMBLhUAcweYsRii+MnDpQJzBzPLuSJsq+js7MzKypo7dy79prK2SVpaWkFBgUgvoDQsLCx0uVzi5KqqqqKiIpbOXrt27dChQ9r64uLi69evWzFE2ramo+k1jBow7AR2AQDmDmy+7gsL9fz58/T09Pb29omJiY6ODiq/ePEi7MwPHz6cOXNm69at6vqRkZHFixf39PRMhfJ0U/n9+/csCgOBwJIlSwYHB9WVdLh06VL6p/iYe/zfQS4NMHeYO4C5/wetkS9fviwOL126dPjwYe2ZZP3z588Pq29qatq4cePXr1/p982bNxn7W1tbW1lZqa45ffr0+fPnqfD27Vu6RUhNTV2wYMHBgweVPDtqVcFgkE52Op0Oh4MKdChOuHHjxrJly2bNmmV85U69Kysro5dbuXLllStXRL3eQjtqw2n1a2+nqECfu9R2cnJSqaHCihUr6KNXr4Mwd5g7gLn/IDMz0+/3i0MqL1++fNqVe15enjbCrl27cnJy9uzZw9tfekW6FRgfH1cOqUCHo6OjU6HUB263+8uXL1RZXl5+6tSpMFUul2v37t1/hdixY0d1dbU4Yf/+/cPDwz/1WKampoaiDQ0NKdGMm7tew6j61YcbNmx49OiRUtPV1ZWdnR2hgzB3mDtIYHPvHh271dtv8IdOjmpkSUlJ6qUflefNmyfOVKBl5r59+5RsMmERyKfokH5PK7vbO3CrzW3wh05Wty0tLa2rq1PKFy9epFWwNj7dT9BKPEwVLW9fvXqllF++fClS3tAJPp/P4GenqKHm6mjGzV2vYVT96kO6kRJ/figuLlbusfQ6CHOHuYMENvf7Pv+JPzwGf+hklpV7hAi0cs/Pz9+5c+e0Z97//c8TvzUa/KGT1W17e3szMjL+CUGFd+/eKfVPnz6ll1u0aJHywTN79uwwVfThJB7NU0H9WSUecRg397Boxs1dr2FU/erDT58+paSk/B2CCnQYoYMwd5g7wGOZH4j1oIJ6qRjV3JuamrZs2fLt27fNmzdTmb3XBw4caG1tvX37dmFhoaikhWpzc/PHjx+/f/8+NjamddUIK3fjw6tegL9+/Vope71etXeLLMzq/MtRG+rpD/tLgKg/cuRIfX093cQcPXo0cgdh7jB3AHP/wbNnz9LT0zs6OiYmJjo7O6nc3d1txNzJ0ZxO55s3b6hMXuNwOEZGRnh7/fjx4/Xr169bt87j8YhKetF79+4Fg8H+/v6ioiKtq549e1Y8kqY1clVVVSzm7nK59u7dOxSCwor6vLy8c+fOff78eWBgoKCgQCtDr6Gefhp58WGgjtPV1bV69epVq1aJh+96HYS5w9wBzP1/PHjwYO3atXPmzKHf7e3tUV9U7HO/cOGCqKytrVWvr7nIzc2lmwN1zcOHD8nsSG1GRkZjY6PWVQOBQEVFhSMEFcQTjMjmHrZfRb33prS0NDU1ldbLV69eFfW0ZKb7leTk5DVr1rS0tGhl6DXU09/Q0LBw4UJtnMnJycwQ4pmSXgdh7jB3MKPNHdj7jcClAnMH8BQAcwcwd4AZC2DuAOYOMGMBLhUAcweYsQCXCoC5Y8YCgEsF5g7sMWMBQIJsmDsAAABb8S8rPg+vqTrBVgAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3152910000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3190000004</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">444584.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3210200006</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3306800008</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3351600006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3400900001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3421800008</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">197061.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3443600006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">363161.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3456000003</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">357190.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3551520004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|DENTSU INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">307404.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3566800003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|CENTRAL JAPAN RAILWAY</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">542645.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3659000008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|WEST JAPAN RAILWAY</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">272087.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3699400002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|JAPAN AIRPORT TERMINAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">507294.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">429477.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3732000009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|SOFTBANK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">403782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">3.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">408979.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">3.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3802300008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|FAST RETAILING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">235766.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">216828.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3885780001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|MIZUHO FINANCIAL GROUP, INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">931433.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">7.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">868224.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">7.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3890350006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|SUMITOMO MITSUI FINANCIAL GROU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">574514.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">575884.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">4.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3893200000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|MITSUI FUDOSAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">542838.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">581155.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">4.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3894900004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|ISETAN MITSUKOSHI HOLDINGS LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">389859.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">309400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3899600005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|MITSUBISHI ESTATE CO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">590357.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">519656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">4.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3902900004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|MITSUBISHI TOKYO FINANCIAL GRO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">568360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">4.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">542477.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">4.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3939000000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|YAMADA DENKI CO LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">114568.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">113043.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3967200001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|RAKUTEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">355657.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">491558.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">4.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-64041460_ia">JP3358000002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-64041460_ia">Acciones|SHIMANO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T12026_V-64041460_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">269370.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">2.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">11777472.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">96.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">11530073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">97.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">11777472.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">96.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">11530073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">97.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">11777472.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="pure">96.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="euro">11530073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-64041460_ipy" unitRef="pure">97.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-64041460_ia" unitRef="euro">11777472.00</iic-com:InversionesFinancierasValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-64041460_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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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_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T12026_V-64041460_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T12026_V-64041460_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T12026_V-64041460_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T12026_V-64041460_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T12026_V-64041460_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T12026_V-64041460_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T12026_V-64041460_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T12026_V-64041460_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T12026_V-64041460_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T12026_V-64041460_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T12026_V-64041460_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T12026_V-64041460_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 45,01 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-64041460_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. El primer trimestre de 2026 ha venido marcado claramente por la volatilidad . Por un lado, por la aparici&#243;n de la Inteligencia Artificial y sus posible s disrupciones en negocios empresariales a largo plazo, y por otro lado, po r todo el ruido geopol&#237;tico que tenemos que aguantar por las acciones de Tr ump (Groenlandia primero, Venezuela, y finalmente el conflicto con Ir&#225;n). Toda esta volatilidad ha afectado a las variaciones de los precios en los m ercados, tanto de renta fija como de renta variable, pero, no obstante, a f in de trimestre, la mayor&#237;a de los mercados est&#225;n recuperados de estos epis odios de volatilidad, o incluso por encima, dando unas rentabilidades posit ivas en este primer trimestre. En primer lugar, los mercados est&#225;n en m&#225;ximos hist&#243;ricos, pero es l&#243;gico y a que los resultados econ&#243;micos de las empresas tambi&#233;n lo est&#225;n. Es la ten dencia natural del mercado, subir al igual que suben los beneficios empresa riales. En este sentido, no vemos ning&#250;n impacto interno que pueda da&#241;arlos  (sector servicios muy fuerte, tasa de paro en m&#237;nimos, y a nivel general, costes controlados). Tampoco vemos signos de euforia en los distintos agentes econ&#243;micos. Lo nor mal despu&#233;s de tantos a&#241;os ser&#237;a ver empresas o inversores, que, llevados p or este &#233;xito, empezaran a hacer actos irracionales. En todas las reuniones  que mantenemos con empresas cotizadas no vemos esta euforia y a&#250;n vemos as ignaciones de capital correctas, salvo en un sector, el relacionado con los  data centers y la inversi&#243;n en IA. En este sector preferimos no invertir, hay un incremento exponencial de cap ex sin saber si los retornos futuros ser&#225;n &#243;ptimos o no. No sabemos a&#250;n ni los modelos de negocio de estas empresas invirtiendo tanto. De hecho, estas  empresas han pasado de ser empresas Asset-light y gran generadoras de caja  a empresas Asset-heavy y que empiezan a emitir deuda para seguir el ritmo de inversi&#243;n. Preferimos estar fuera y no invertir en este sector dada la g ran incertidumbre que lo rodea. Es probable que, a corto plazo, y mientras siga el per&#237;odo de inversi&#243;n, sus resultados sigan creciendo, pero una vez construida toda esta capacidad de data centers y computacional, si la deman da no est&#225; all&#237; en ese momento o incluso tarda unos a&#241;os en llegar, los pro blemas pueden ser muy grandes para estas empresas. Tanto por la obsolescenc ia tecnol&#243;gica de los chips de NVIDIA, como por la magnitud de su apuesta. No tenemos duda que la IA es una revoluci&#243;n igual que lo fue Internet y el ferrocarril, pero hay que separar la tecnolog&#237;a en s&#237;, de como de rentable puede ser invertir en las empresas que hicieron sus grandes inversiones en estas tecnolog&#237;as en su momento. Todos sabemos c&#243;mo termin&#243; la inversi&#243;n en  redes y fibra por el Internet, o la inversi&#243;n en ferrocarriles. Precedente s m&#225;s que preocupantes y donde vemos muchas similitudes con la situaci&#243;n ac tual. Otra novedad del mercado en este primer trimestre ha sido que por primera v ez, el mercado ha distinguido entre ganadoras y perdedoras por la aparici&#243;n  de la IA. Anteriormente todo era positivo para el mercado. El mercado est&#225;  empezando a preocuparse por la disrupci&#243;n que esta revoluci&#243;n pueda tener sobre modelos de negocio, en especial el software, a largo plazo. Hemos vis to grandes ca&#237;das de empresas que eran vistas como de gran calidad, ya que el mercado tiene dudas sobre el valor terminal. Como sab&#233;is gran parte de l a valoraci&#243;n de una empresa viene de este valor terminal, por lo que es cla ve. Nosotros tampoco estamos muy expuestos a este sector m&#225;s afectado por la ap arici&#243;n de la IA. Creemos que es un momento de ser muy selectivo y anal&#237;tic o para distinguir entre grandes oportunidades de inversi&#243;n que estas ca&#237;das  est&#225;n provocando, a realmente, empresas que han podido caer en desgracia a  largo plazo por la aparici&#243;n de la IA. En cuanto a la geopol&#237;tica y especialmente el conflicto en Ir&#225;n. No cambia nuestro escenario para el a&#241;o, como se ha demostrado, Trump est&#225; buscando c laramente una salida del conflicto y creemos que m&#225;s pronto que tarde llega r&#225; y todas las disrupciones, especialmente en el sector energ&#233;tico por el E strecho de Ormuz, se solventar&#225;n. Primero, el impacto del cierre no ha sido  tan catastr&#243;fico como se dec&#237;a (por rutas alternativas, liberalizaci&#243;n de reservas, fin sanciones a buques rusos en alta mar), y vemos esperanzados e l alto al fuego y las actuales negociaciones. Evidentemente, como m&#225;s tarden a resolverlo el impacto ser&#225; mayor, pero en cualquier caso, la ausencia de generaci&#243;n de caja o ca&#237;da de beneficios por  shocks externos y temporales como el actual, tiene un impacto nulo o muy p oco significativo en la valoraci&#243;n de las empresas, que se valoran a perpet uidad. Continuamos creyendo que es mejor estar invertidos en la parte value del me rcado, que ya lleva varios a&#241;os haci&#233;ndolo mejor que el growth, sobretodo e n Europa. Donde estamos positivos por diferencias de valoraci&#243;n versus Esta dos Unidos. Creemos que es un momento para estar invertidos fuera de los &#237;n dices mundiales (muy expuestos a USA y a las grandes tecnol&#243;gicas que est&#225;n  invirtiendo much&#237;simo en IA) e invertir en Value, Europa, Emergentes, Jap&#243; n, small caps. Para el fondo GVC GAESCO JAP&#211;N en concreto, empezamos el 2026 con optimismo . El descuento que presentan las empresas japonesas a igualdad de retornos con las empresas globales es demasiado grande y creemos que revertir&#225;. Jap&#243; n llevaba muchos a&#241;os esperando la inflaci&#243;n actual. Las subidas de precios  en las empresas japonesas traen consigo un gran apalancamiento operativo y  por lo tanto una gran subida de m&#225;rgenes empresariales. b) Decisiones generales de inversi&#243;n adoptadas. Durante todo el a&#241;o hemos mantenido el nivel de inversi&#243;n elevado, en la zo na de m&#225;ximos, dados los fuertes descuentos fundamentales que apreciamos. Creemos que Jap&#243;n tiene por delante una situaci&#243;n macroecon&#243;mica mejor, y e sto impulsar&#225; su consumo interno, que es la tendencia que el fondo quiere a provechar. Invirtiendo mucho m&#225;s en la econom&#237;a domestica japonesa, que en las empresas exportadoras. 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 6,85% durante el periodo y en los &#250;ltimos doce meses ha sido del 7,12%.  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%. En el mismo pe riodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,96%. 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 3,62% y el n&#250;mero de participes ha registrado una variaci&#243;n positi va de 60 participes, lo que supone una variaci&#243;n del 8,14%.   La rentabilid ad neta de la IIC durante el periodo ha sido del 2%, con un impacto total d e los gastos soportados en el mismo per&#237;odo del 0,58999999999999997%. 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 2%, a su vez d urante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Ge sti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo d el  -0,95%. En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimi ento 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. Durante el periodo hemos vendido totalmente nuestra posici&#243;n en NIDEC, tras  la incertidumbre sobre sus cuentas financieras. Y hemos comprado SHIMANO, tras una bajada de la acci&#243;n significativa. 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 no se han realizado operaciones en instrmentos derivados.0 euros. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 1,2897%. 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 22,949999999999999%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 25,079999999999998%. La beta de GVC GAESCO JAP&#211;N, F.I, respecto a su &#237;ndice de referencia, en lo s &#250;ltimos 12 meses es de 0,83. 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 0,12 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. 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, y que busquemos el aprovechami ento coyuntural de cualquier descenso puntual que pudiera producirse.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T12026_V-64041460_da">NO APLICA</iic-com:AdvertenciasCNMV>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
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