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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">1.11</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-09653031_da" unitRef="pure">1.11</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">1.11</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-09653031_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-09653031_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-09653031_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_S12026_V-09653031_daa" unitRef="pure">16.14</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">14.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">1.71</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">6.51</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">5.29</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">18.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">9.40</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">23.81</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">-1.93</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">-3.19</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-09653031_dly3" unitRef="pure">-5.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-09653031_daq">2026-05-15</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-09653031_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-09653031_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">5.08</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">5.08</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-09653031_dly3" unitRef="pure">3.46</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dly3">2023-01-04</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-09653031_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">18.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">19.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">15.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">15.03</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">10.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">14.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">11.38</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">12.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">12.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">12.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">12.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">13.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">12.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">14.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">17.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">1.16</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">0.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">0.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">2.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">2.28</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-09653031_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-09653031_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-09653031_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dly3">2023-01-04</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">18.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">19.92</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">15.03</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-09653031_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dly3">2023-01-04</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">36.41</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-09653031_da" unitRef="pure">0.67</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">0.67</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-09653031_dly3">2023-01-04</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">18.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">19.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">15.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">9.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.40</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">15.04</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy2" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-09653031_dpy3" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-09653031_dpy" unitRef="pure">12.45</iic-com-fon:VolatilidadVaRHistorica>
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yBoh/0XIJpH5qb3731g7gDAPBTM3qaPganfPWRA5+46qX7X33kmF9YOm3FPh6cssrWS83ztXdeb3pSKqu0G1nrwlKa5RVVZJbv+r23e/G8tPye8JOo/cytarrVYAdxBwDgZ8fdP3LQpHVYMbz69iv19exR0zdixPABz1+1WZhg5Y3Uv7+Mlvwyw6bMopJyDA6f+i5rocrhV0nvxswyMD5LHiCj/SY958hlyv4zvTmxfZqd67HwlxbJqT+ofhB3AAB+UtZsOj9ETnfVhs+jMbPXGJOYvm0WRgb7Es3jnoFRy9ad5Ob8vf4sRlQZ9Q0C49R4RJUXqh4SltIoLauc84+xV1D03LUmOntu9OLZjaRaB2Tl/Lj6QdwBAPhJGSavd/WhQ/OcbYcePKB4fGwcq1m5/kxF5ef1nMt1Tj2ieYVGv5612ij9Qx6b3SAkpYGM/RFTN2BwylKLtvOI4nnFVVDJ8X9tNzpnvnrDWSfv0O5t8KGwSLu36ddj479ZMreqCkukduOSJRB3AAD6Biv0zgyctC4lLat5pp7hrYmKu+6QXfjEVbE4/DlT1sfG8HX19Wxkldu5hyS/+fDHDH0BSbXktx+QwY42VVXV3iI4z1x9oMmi33eaNGPVAVSDX3BMx9tTVV9fUV/ffpmhFOZAC4aw+bdDavhmZMnaOP/QLxDEHQCAn47wmBSsmAqPqHLVl/PQL9+3Q8I9XgGZ4cpI6AdNWmfO8pNfvhd9RFKOJD49Mw+JPto3NvGd7NI9TTtuOXjvxA0rbtr4nDkPTnnqin15BSUdV3YMgcpDoH7N0o7KLxxGZfERaRgChZdE/WaFB0MjJ9k4gbgDAPBbUF1Tt0Tj+A0zRzMrL/lley1s/FqXwYqrIGnedugBkeHDL6HGMeHF8Ct1z2bnFXFqqK7V2nmNT0xFUfPEEs3jbR5l+9GHGBz+jrlrB1tV39Cg7R80wIIxyJLp8f5Di63rA55lVVRuCHwmTLbib5R1ATLtffk3lrwudPb899lzEHcAAH4LbhGcMaL4sbM3j5q+UWP71TbLaO64xnR+2tA4Wh34PE5myc4dxx61KDNxyS4MTll0zuY2a6ipraM5BObkFXewVQJEGg+BMpjCnGrv4vQug5vZ0PiqZbOxRGp0QeEgS8YCF88RVM4w0RBLxlAKq53R9LNRMVPtXBhv0n5Scef5jxb5pqamOBwOg8E0bSooKFi6dKmgoKCSklJhYSGIOwAArVmkdpRXTGXayn1K2if5JFT1D5h2pbb7lm4egZFdb9VcJ3dhc3p4fkFFff0aL3+jF5FxRZxeYYq98xwnt8WuXhgCxT8rW9jc6kVuPuX1W7Rpy9MQMabdUjefZe4+rStMLS1Fu/AQqInFpT+15d5C3G1tbcePHx8WFsZuNi3f2NjYwMAASTx6NzExAXEHAKA1Y2ZtmrZi3+V7tnLLDIWk1H+SVg21ZCEt5qa1/YMwRKTLFHlbl6n2zo0aTZG2dhxJtREif36ImltVJWJhNYzCVHDx1PANcn//RShUZOb/SbVJKC5p+MEt72Zxnz9/PtL3FmWkpaUTEjjOHOLj41EaxB0AgNbIKe2JTXyXlJo5dpbBxCW7fpJW8ZMoiUWfnrsud/fhJ9KGUJi8JCovkYoEfU9I2DwnN0ES7S8Xzy/3omEI1BkOrqgDuPQyrvmm0Nz8mQ5uPdDybhb3wYMHGxkZiYiIyMvLh4eHczPRx8rKSpRA7ygN4g4AQGv+mKGfmV2QnVckLKW5Qu9091ZeWFPzHZZyWV2dYDOTfK2X/yRbp+ux8ReiXy1z9xlGZRmHRrS5Y0F1zSJXLyyBgjqAuY4ezTf5ZmYtcfXqe+KOtPvOnTvl5eWmpqYzZsxoLe79+/dvUUNUVBRqxN27d+HiBoDfjYKiMq7jF5+nL3nFVaqqa8sqqvgkVP5SPdKNR2GmvEWGtu+HrNSS0tVefh3fMaWkdBzTvukjstznOrk3fRxNsz4c1t6w/uag52q+Qcs9vlhS65CW/o+Xf98T9wkTJlRUcOYAofd+/fpxM2FYBgCANpFYsG2R+rGKyprDl6lYMZXqmm72rl7DZg+nsHiJFF4CdbWn31BLJh+J1qJMaknZWp9AKZaD47v33ByDwBAhEu1Puq2srdNYq88BNEJy8oKaBbC+GZvw4luuHFGBqfYuzXO0/Z+s6YvifvDgQWSzI2VH73PmzOFmGhkZNT1QNTY2BnEHgF8YmSU7M7I66r121IyNGFHlARO1kLJvPfig2xtTWV+PZB3HsJOxcRpgwRhv7dB8mOV8dIwAiTbJxhnLWaBEufGK4zag4eNHPiJVgmkvSLbCEikrPHy70oDogkI+4ufuxPrNO3REGWunHvghumEqZPMJkUVFRStWrBASEpo5c2ZMzKelvfn5+YqKigICAugdSTyIOwD8bJics4hJeNf1ekpKK5FMPw399AiRG9DO3iMkKu5ti5KicwyOX7PC4vDXHzvxS6jOUz74PDKx288rvqh4PMuh0YLOG0WzHmtlK0CmV//nRUCARO9vwUCyfjIyRpxpP9/RvaKuTtbWWZDMkeMtT0MkWQ5dbAA6FupOzkfHjmPZ51ZVo96Cn0ALycntA5Z7dwHiDgC9SD9pTV5xFaSwc/4x+e5K6urqDUzuYXEqm4xMrzy0233CbOWGszNXG4nO2SyxoGXMIwFJNdmle8YrbK+trecTV7X3/CHLNZFJLmxu1SiynNVGwmT6AAurlBLOBPPMisqBFgxlb3/u3BXWmzQMgbrC04ePRDN4EtKNbUAH3fs8bBTNhpyUMpJi3WO/KYg7APy+PKZ5bj/yECVGT984YcmuARO1MDj8/3S/c6aK2NwtGFHlcQu2mVywQMY4FqeMrPgp/9uHeg6ZL6c2fsgpRFvRsbjhMl4mpKGOoVvOaI6Tu7T1J3NbiuUkQKKV1tZxPw6wYGCI1KFUJoZAya+uvhYbN4zCatqxvLZOzScQSf8CZ4/u/ZLH0G3VfYOGUFjmyal6Ac9A3AEA+LEsVDmMzGc+MdWMzDykxc4+YcJSGjKLd3K9nKN37V3XO16bT9BLfgk1umPQ8Wv0sbM384qpDJq4TmzeViTiKC2lsL2p5N/651HJHzSTXZxhP8eRM6HlfXk5EnFRxufHoSfCo//28k8oLB7HtPfI+LAzOHTdlwGp86qqeYlUWdtuHhDvZ26F7gn4iLRVnr498ygVxB0AfmsmLN49dvYmPnFVHlFljCg+Ija1v4zWzmOPkKYnvs7A4JRHT9fveG3XHjnI/28vSqB6RkxdP2bmpo+cINTponO2OPuE8o9TayqJ33IR2fJfc/zSFZ5m5/CRqPOcPd6Wlr8uKR1GZd2ITWhdTN7O5XBY5BI3r/3Pw1sJMd0wJKx7W2UcGq7p9wR1G7oBzy6+fAXiDgDAD8TeI2TgRO2UtA9yy/as3niOzW5ISMkQltK8+tB+hd7p8JiUYZN1+0/QysoprKyq6UiFVLtArslfXV2LEcM3d7eLQF2I8uYLMYlpjZFO97v4hHX7Gb0qLFri6jWabjPe2hFLpCp7BcxzanuAZV9I+CiajaKbt3dmSxePf9JtWyt+tyDBtF/h4Wv95l2P/cQg7gDwOzJ5mSGS4Lo6toWtv7sfZ5llemaewDi1B5buUgrbpRftmPq//XzieAwOf+AMuSMVmtG9Npvc+9rW0dM3Ckqq0x2CNHZcRXX6PH3Z7Wek6OaDNF3VO2CMlS2GQBE2pyMLvc2Se5+Hcd3C+H3IbrEpp6qqqr7+R3zhUiz7wZYMr1bdCYg7AADdxu6TZkLj1frLaNU3NAiR6SE5eR8bF4vyiqmwnJ8OltXB4vDaO68v0TwxdpbBPOWDHanTlOSy+4TZ17ZOUtyNKr/ywG7LwfvIiv8RJzWUwjR9lZBeXi5Ipo+isgZZMHT8n7Z915KWLkCmnYyIZvfgdz7b0U2QTAvMzumxI4K4A8BvxIGzpOzcoiFyuvzGl2RIjJOR0bxEqlcGx5ysrqnFiCqnZeQhE3vMLANuefeASF5xlYYOhPq8fN/O5ILF17aOX/gv6jCEpTT2nSbdMHPsxjMKzs71zsh6W1qGTiS/uhq9+plbafk9aX8vZLMX1NT82r81iDsA/C5ce+yIFNYzMErgptloKgtDpP5BsxlgYdU0P49HFF9SWiEoqSatsIObU1tXzy/RIUP71A3Gyf/i2LVm2op9w6eu7z9RW375XhLTp7vO6GpsHJZAFTGn8xApo2g28BODuAPAb4fvh+x/DM5jGmONYh5YYIlUDAG9KGu8/XYFh3LLGJ4k1NbWjZ6hP3a2QdOO/aQ1yyuqvln/wQuWl+7btlOgvp6NEcXz4PDdJe6M1DQZayccww71Unr+T6vZbPiVQdwB4Peils1GOq5lcm/INTP+U7d5zCzVvAM+VHB8td58Fc9Hoj2I/+rS/z9nbuqIr5jdxx/fJrm0X4bE9F2ue8rGNbjrZzSe5cBDoA6yZNBT35Z0t7sxEHcQdwDoG7ikZyAF/8PkBoZI4UwUuU9u2pRYXCJj7bjlyVdX/4vN23qxXZMccem+HY+oss7umz12RiNprJXuvoIkekJRMfy+IO4A8AuiG/AstaS9aJyzHd37mdN5HprzPCCLkGljT9wZsGYv16UXl4NhkRIMewESbc9/4zPNGT5FT1Dyq0HvcvKK8FsuDpbTWaF3qrC4/MedpnfGh789/VEiu7IypbgUQ6S6p2cMozKr6mA0BsQdAH4hOJ7KadZzHN2xROoyD9/UkrKvlRzGeXZKwZ65zUOg3E9Ibl0gpqAQVSJibrU3pI31O1m5RaOmbfxa5advMrgLXJnOP9ZryunIGAyBml1VxU+mrfbyH2tlC9cAiDsA/IJMsXfBECi8RCqWQEOqPZjC/MjxrGJ3qXGB+3R7121POSMt6eXlqAzmkcWgVYYiFvQHCUmtq8qtqhpoyRBj2O1ra3Emd8JMc0u/OZa2/rqGN/X3m8Ylp3f7OUbmF4gybOc6eSi4eAqSaP0trMLzCrBECroR+ffZc7gGQNwB4NfB+s07Xf+nhdU1Gr5BKzz8Fjh5jCAzrPwjkOldWluLhA/HsKuoq8MSaXxE6lAKyzAkdACByiuu8iw8UcnN2+N9ZpvVhuTkHQmPWv8Vn4VYMfxSrRNtbrpn4cb1K9ldIJNczTeIm57p6I46MHTbIUCi4qxsR9Ks0Ud0jugmI6eqCi4GEHcA+HWY58TRuxE0lqyts3dmVkF1jcRKwzWbzgmS6fZv00dQrYXI9LVeAaNpNvwkGnptCHwmuP3MYFmdb9Z8Jy6pzQhBDQ0NI6dsEJ+/tc29Lt23bWftUmcpr0XdEnWiDacZ7I8f0blo+ATJ2johNa9ls5/k5M5xdJ/l6AaXAYg7APzU3Ld0Exqv0ampgchgn+/kIUSmIYkPyMoJfP4Ki8PLKe0ZTmGej46Z7+Ixxsp2MJkx+hZ5tacfP4nOQ6AM2H0hPTPvmzW7pmdyVbU1/sGxizWOtbnp6BXq2dus7vpCLF+/GWDBUHTzLq+r4yPShMgt4502NL4AEHcA+KlBsjh0st5Ns8+SGhL1WkRaS3XbZTa7gen8eQ19YFYONzjcbEc3WupbpOyPE18XlZQvUjsyZtYmpO/9H1qgzGXuvqG5+RgzCp/JVVR4kas30kfslhPV1d+eCf66pPRrUeVCIpLmrm07QpPunptnTbtH3IuqayfZOs2yd5ts4/In3WagJcP9K4NIAIg7APzUbDK6M0lx58zVRp5B0ZuN7izRPM4nrsIvoTZ29uY377MxOOWi/yYXYs0oWzw5/1UhMt0nM+tqDCdIqeq2KzyiyrcITgfOknnukUeSGfj9piOnbuAVU8GI4QUk1W8TXFQJNsKK2zvSmOKa2oEWjDY3Rb16M3XFvjY3SS/acbDLwzKEpNdWqW/H0G14SVT9wBBRhj0vkXo+KhauEBB3AOgqtXX1BUVlzQdMLG0DfvRBkWIqb7kkPm8rRlQZI6aMFcOLztl8i+iELPHj12hIoy/dsy0tq5RV2sPz2JKXQA3IyhEgfR6pkFm889RNjhyzXJ4JHbgsvHwnqqeftOYAGW2VrZcFxqnxSaicM7Vea3ChI41p+PgRQ6SU1LZh4yekZKBjtc6PjH2DFVNJeP2+i9/DNHsXfhJtMIVx8WXsh4rKIRTmPz0YsQjEHcQd+JU5fYs5TF6PzWZX19RGx6Uhi1hEWutr8/+6izX652+TnJGVLaWwA0k5w/GTi9ql2idEpDX7y2jNWHXA1i2Ex5SIxH0w2Wqtd4C8nbO7f2T86/d1dWwk3/HJn4T1743nhCTVcXO3NFVeVV0rNF795HWrE9fpHWyPtLVDcE4bo/Nv3+egHqh1/h2yy6y/jbryDZyPinFJzxAi0YdTOTNhKurrC6qrMQSqnI0TXJMg7gDQVVx9w4Sl1JGgj51jgIzfwbI64xW2Y3B4PnGVsvLKr+2F1DPs5euuHHeR+tGAkFdic7coap9A1nqTZ11TkguyiP9SPSKrtFtR8xjfA4sZx+8Oanw6euBFhNi8rdsOPbhv4SYyQaupKqT4dIegFvULjFMfPmX9baJzB9szjml/JCy6dX5WbtHo6S3XMaGeb4nm8f/pfGc07cq6enZDw0ia9WiqtSCZVlRds9bbv7axO32Y8Do8Nx8uSxB3AOgSSBYHTlyHRHAB/hC/hFo/aQ1+CdUjV6gv49MEJTVklfa0uZee4U2uh8UuDUes2B8Rmzp95YFV6882z0d3D6+S3oVEJKIOhkfThNeMstHo3sSle3ILy+iOgf0maCpvufiX2pG/9c+3X/+qDWcxOOUT16062J5dwaGmcV94EEsqLs2vri4qKW89mVJl6yXUHVpafx4/SSgq4SPS8D4BrQd8WjOEwuKuw8ISqScjXsJ1COIOAN0Jy/mZgIQq0tDMrAJujqySITKWuWmkaBILtrW543zlQ2PnbEb6fuQS9fsOXVdXLz5v6+u3H5BKGhjfbV0gPTNf1/DW2vuMlR6+89YeRDLNJ6GKduEVV+GTUEFtvmvu+s1DrNt9oyMOe7mciYw5Fv6F5f4n3fbA83B0j9LavcyJ6/TDlyj19Z9du/hmZo2mW//l4tW8GCM1bQzddk/IF15rSmtr+5lbYYmUP8AJ+08o7jz/0XoThUIRFBRs+lhQULB06VKUo6SkVFhYCOIO/CQ8pnrht1zCzd38JCyhKVNOaY/Wzuvc9F1zTkDRNvfFzd3i5B26fu9tw5OE7zs6iemD+obktx9aqN5gCnOeo3vtf97JHyQk/fv0hatfxLSV+/6cuYkHp/yI7okRxYfHpHT7F7L/RfgcJ7fKZkFER9NslNy9GxoakJHeIh6TruHNx7QvdFzDN0iCyZno8qb086NpATINifgM+8/90Nanz/kanVOSklKs376D6/Antdxbi3toaOi8efN0dXWbcoyNjQ0MDJDEo3cTExMQd6DXKSuvunDXhl9CVXC8utau6y2sXfTiphNfZyBjGX00OW+xVOt4k6VcUVWD7OjKqpoTV2kdsaDbxNr12UTF3TU1dU05L3LzJtu5CJOtsASKbVr6hqDggKycazHxB158cvny+m2WW0AkEtm41+k/4mtxy8jkIVDk7T6P0Q+lWI+icoxr9F3V1NY1L9x/gtY5U+vPo1vvMzFEinFoBI5hF19UHNA4Md/gSbAAic5MTWsKk/QwIXmwJWMklSXJtIfrsC+Je1ZW1vTp09PT01euXNmUKS0tnZDAsYzi4+NRGsQd6HXklhkOnaw7ctpGrBjeP/ir86mRjApKqi/VPMF5uCqhMlxeD2XuO03S2HF1xJT1nAs+p3ChymGVrZc724C5a0027r+z4+ij5pn34hMxBKpB0HM5O2dhMh2l78UlnYp82ZND0nfiE9GNAkq8LS3rZ85A9jV/4+TL/jJaqEdsKlZSVom+uuaziUzjEsSZtmivBc4eT7Jz+Mk0PhJNgMQx22vYbGTOL3Hzuf4qQdv/CbLlYwrBCXufEvfq6urFixcHB3PWUsvKyjbli4iIVFZyphygd5QGcQd6HSmF7Ui1LW0CyCzf9kuOnL4BN2fLYDkd/nGqvBIq63bfQDY7eg2R+/SA8fAlCq+YSnlldacaMGLqevF5W1W2XGrKSS4p5djsRGpsYXF5XR0y3vuZWyGb3fhFxJXGJUs9g1XqW00/zqwbBRcvEXOr9QHPkLjXstmoL2y+DqD1I1bK6ze6AZypnNPsXGRtnIZQmONZDqh/mto4IDOaZsON6ofMdq7fSqAvibu+vr6Fxae1agMHDmxT3Pv379+ihqioKNSIu3fvwo8BdCNpGbnjF/w7erp+cUlFi02L1I5wXJDj8Ln5Jd+sZ+hkPSTl3GGQCYt2YkTxf87cpKh13MU3rKnMwInrrByeSP21g8T07WDzRKQ1UFX3LT2acuY7eXCCxqW8acrZ8iQEWcHbn724F5/UY9+bx/vM5e4+WZWVqDGPEzkTPUfRrO3T3g/UPZqVW9RU7P2H/OZxVhGPEpJRg1FiuoPrqEa3ZVX19Q8TktmNI/WrvPwm27mOpdsifS+sqYHrs4+JO08rYFgG6C12H3/ML6HKJ6Fyh+TKZjdUVn0WlG2HHyJzu7Tse3zGTlLcLa2wo0XmYvVjwuPVsWJ4Eqvt0M/BEUneT6KbD2L0n7COyPSpanT54v8hGynpQAsr8+QvnpHapaUrewdIMh22B7/ose/NOyNLiuUwwMIKQ6RSGnsaUYbdQEsG7x3iu4zcpmIJKRkTvlyzeutVgmEIp8PLr65B9x/8JFobw1zg9quPivvX8o2MjJoeqBobG4O4Az3AX6pH9pw0GzltI7LQB05ah96LSj75aVmicdzOPeT7qrX3fH71UUvvWgrqR0UmaC1SO0pktC3uAyZq8eCU7T0+afTxa/Tmk0/Mk1MHWDIwBI5D9uZ7PcvOxTaG4/DPzO6x7w0ddAiFyUekTrVzCWlcrYrMcAyRInj5wetmE3vCY1JmrDrQfMeL0a8OhUVyFXy2o/t4liPoeF8V9zaN9DbFPT8/X1FRUUBAAL0jiQdxB34o7z/kD5uyXmCcmpNXqMb2q8JS6rziqkMn6759n4O2Eqy8MKJ4lsvTbjzi2dvWF+7aGJ4k3Gq1FvRdRs5Wk/vIqF+1/izXtS+y1k/eoKO7h6Yyo+k2C5zcdANbNulJdg4niBKBmlxS0mPfXnFNrYg5vcX0c+s37/pdvN881lJAyKtF6keblzkREX06MgYuv1/Hcu8uQNyB7uKehZuItCavuEp14yzDaSv2Sylsl1cy3H3CDH3ce4q4Rv9ctxzoXVn55ZefH3Uie/zMLWaLMnwSqhhRZXTrgOz6lY3LUCcr7UVm+6YDnIdMx8Oj+Ugc+dYPasOlO7uhIaW01CzxdQ27R2NAYwiUFu4hkQkvcuVh1CvOKE10/Ft3/8hL9+xahO8w6tkHvwCIO/DbcYfsuuPoo6a56lxkFu3E4PAoU05pz+FLlC4eoprNxlnZmcYl9Tf/vLL/zC1Wi6mNCJEJWmNnbY5JeHf9scMAGe2ikvIF+EMPaR7ZjQ8npVlOE6wdXdMzfqovEEukDrT4opeKyC8Qufb4RRQnuLbe3tuSf22/cNe6+QTQktraec4e56PAcgdxB3EHuhsk3Ks3ni0tq5z1t5FqWxPPB8vq7D9Dmrpin4tPWBePlVZWjsxbHgKFj/j5saGB8d3mw9C1dfXLtE/wj1Pljq2/Sn43YKL2qg1n+SVUg8MT6xoa7sUl8hKpUfmFP9s36fwuI6WktHlObGFRv5uEJ6HxKL1uD2cyKLr52LDPtKmAqk8g6hL2hYTBdQjiDuIOdAOl5VUsF05M57LyKq2d15BtbnSOPExez8rxSevC/9M9jcXhh0zWfZPepeeTKznh66j8JPq12Hg+IrWWza5vlG+afaB2s8Wuae9zMKL4uf9wlmTr+T+Vt3Oer3Win5SG0HgNJPfDLa1H0qwFSLT35RU///ecVFzSz5Tk+4xjmM/8+8Bag/MS87fqH7jD+ecmpaKzkGQ5nIoE518g7iDuPw2Bz1+NmWPAcnrWFxtPsQsYMFELK8ZxoTUQJXDKA2S0sWJ4pOAVVW3MpMZvuYjlrD9qe2v7IAVnvkmbbOccmJWNTFQ5W2dWahrKFyTRrryMQ+qG1H2kBWPSsc/GLDoQsnBP3eAMXo+g2qD+YJTWYZSTk8dZnDnYkoEhUj0zPvSJr/ptWZmgKenULc65TFu5H33zNx47OHg+Rx8vx7z6w8pGiEy3Ay8xIO4g7j8PExV3CUiqSS78ty82XnnzJWEpdSSXuLlbkabfJDjvP0UaJqe7Yd/tNstfeWgvueB7znT38zAeAgVpMXoJkOgyNo5Nm+RsnCfaOGIJHMeQg8ytcEdvcfMjYlIGy+qoXyA+DUuo5Sy+p63w9D3u7H/qhtWjxORFrp5DKMysysq+8lVnVFTw3iagXvNjozvMZ+Gf/awtc/fRC3g60NIqOCcX/lAg7iDuPUELH34tcsyt/f6YuWnyMsNbRJcJi3b0xROUW2a4Yd8tXnGVfafJkxR3c33PtniO2nUkmfYYAnWtl78QmfaXs9efdNvsZqK8KzgUGa38HJ8BhfxE2sDz95vuKgRvPEI7DqNai5CtBlsykQJea5xMgsoj2x/1Fj08B6Yr5FZVDaewuP4G5JfvfRn/tmnTQhePBz24gBYAcf/dcfB8gRXHD5XTa8oZJKszfeX+po9bD94XlFRDZq+HfxS/hOrP0Oba2vqvb6prnTlMXu9l3Ns1+udT3/2oNT4FVdWckM0BnHmKSNPrW/WXfh+yJZj2SPhm2LsgveY9dpPI4HggOEl2wZhRBEk0DJEiTKZr+gUtd/f528uvvK6On0Qrrqk1ehHRurafFk7sbEuGsJQGSo9bsC0lLatp00iadQjY7CDuIO49xrJ1J4fI6fJJqHI9ysopGWLE8NygQvjNl4JC4zA4/K7jZjSHwI+cYGxq1TW1vdXUzSZ3+0lrohevhKrE/K3Ngz9w0dlzg09Cxd4jJCk1k+vEPCM7P/zlawFJteb+crsdJL5ImpHR/c2SXN+Hkgw7PqMrazadX65zErtqj6Ap6UN5hYpPILeM5etUDd8g78wPQyjMPnc5VdbXoy4KK4Y3s/IaMWVDdt4nJzOR+YWoryqtrYV/HIg7iHsPgez0B5buf8zUD2tUwwmLdqzQO41M3fQP+egvOkxed+hkneLST/M0xswyeP32Q3NzrMd4l5EnMkHzjxn6w6boTVHawyeu4uj1YsKiz05Lrj92RLcXQuM1pi3ft1Lv9JT/7d2w7za/hBqPqLKUwo8dTbryMn4YlXU8IvqbJec4ui9y9XJ6916WYPXPpou8YnjMyl3KXn7NyyBx5yNSNwQEz3J073OXE+rneIlUZCvwiqsIjlfnhnbKrKhY7eEnC5GsQdxB3HuMhoaGARO1s3OLcHM2G50jNzolV4uMTR0xdf1m4/sDJq1DpvqqDZ+Ddg6W1RkyWVdERvPoFWpPtpPhFCQirTlwojaSeG4O0u5zptYYUfzZW5+iQExbuW+JxjF3/0iUiQS9v4zWn7M2IbmPSXhXU9udZntEXsEEG8d3ZZ/8zySXlCBjfAzdtiP7Hg6LPBYe5ZuZJUNmjpy6cYHKIeOnL7Y/+8LbF2c6DdV6KIW5+1mfnAzOQ6CITNTGiCo3ecVR8w3EECinI2DhEog7iHtPkfz2A3cY/d/DD2avMb7+2AFZx0gKUabunptHr9Bq6+qbj35MW7GPf5wav7iq9KKdPdlOaYXtwlIaMks+H1R8wVaOgk/QGj3DYKHqEZQz629jO/fnbHbDqGkbFNSPCkiq8YqpiM7e3L0tGWjB5KxIIlEFyHQhczoyVJElLmpl26lKQnLyxluwhKXUafaB/CTqIlfPFgVmO7qNY9hH5hf0xYuqn7kVv7QGstybcibbOUNgaxB3EPceJTT6NXepJDJ40U30fUv39Yac2YFIFrE4/G2SS4vyhicJm03uYsU43hNDo5N7oIVXH9oPmrhu/MLtFFv/3ILPQXkmK+3ZfuSRz5OXgpLqWHEVN/9IdJMRl/x5AjW6txCfv7Wiw5Exar81IwUZ7FPsXARItNNRMYYh4aPo1sJk+qPEZHGGnXlyaqdOKqawSMyCxXU/2d+CEZCV06LAMnfvfub0guo+6c0c3XMIyK7jH/f52bucrbP7+0z4u4G4g7j3EBOX7ELmcJOvbWSzo5x1jSsn+cRVlumc/NqOfsGxWJxyi5kzylsuIfu6tDG+2uWH9mrbr3S9heimYcryvYNk1yEFR/1Q6zElbkJszhYe1J5xat93lHdlZUMtWRgihTtz0SU9g93W7JR/vPz5iMhgpzXNXVFw8eTGDKI0i5vRQXHnJ1D5dA6LMexQna0LjGPao/b00etqDN1WYKpu85/jD7pNn1heC+IO4t4nCY9JeUj15MYprqmp27D/NlZMBVnoh/7zjTVgojYGp8x0ftZoLzuUV7Rn83KGbsapNT1oNb5gjuxQZDufucVksxuwOM5a0NKyri69KSwqQzcQNx45o9qS33x1iaby5oujp2+s7fy89Yr6eilrB1ErWxFzqwEWDEZqWnldHRJrs8SWHQkhKQWp7ZnIl3FFn33qHo+IHmBhZfU2rbaT89CR0g0yZ4y5Yy5ApksyHX6xK02S5SD4z74Rd8joa6lraEDvPARKXQP4bAdxB3Fvi32nSX9vPN+VGmSX7hYcp9pPShOl36TnINEcM8vg6sMv4sqLTNDi+vPrCKOmb/QP+RQwGmmr9KIdWjuvItsfVS40Xl1i/lbVbZe7eNaxie8mKe5GiZ3HHzcF0GjNZpO7izWOfUf9N2IT+MlUXhL1bNTLhS6eOIbdHEc39LG11bza00/R3bt13/D6S7dZnRhuiolb6Owlb+vy612rsrbOgrqH+YlUHf+nk2ycSmprW7gFBkDcQdw/kZaRK7t0D9LN7x7cQO8jp24YMkkHmerVNXWvkj6JZleYufrA/rNkw1PEXccfD5DRfpeZ5xkYhRo5UXGXoKQaSqBjdaV+dAegb3RnzKxNP+6LXezq/Y9XwAx7t+c5echab4x3QfnH038E1Tq9nNOXkJNSxBh2S929+Um0x63M+a5wNy7xLxevXcGhv97lOsPBddSu83xEqoyN40QbJ3SbMraTD5wBEPdfmZLSiqYx5WNXaBicMlYc/zyq06u3D12wHCqvd+SyJVZMJSevaNS0DUiIJRf82yI4znew48ijvzee+3OmAaoNmeooJze/pJ+0psA4Ne2dnIH7/jJaXRmZkV/OCVVx6OIPHHpG6kNM+iTZCUUlSNmLG0OVDuZEfE5Ghvl4loMAiTbIkiFl7fCmtKwbD01KSpli53LmVwxItNDZ88rLOHT3M9bKTs7WOa6oeBLMcAdx/83FPSf/02yQnNwiXnHVpuidd83dth95KKWw3TsouuO1RcW9DQiJEZ+3DXUMo6frCzbq7/Cpev2kNVDOtBX7u/pDWPv1l9FGRjqS4IET16Gc6ppaYWkN7sjPx8ZJ8XYez7+7/o37TW8Ru3PUoqExYhF61bEbhMi0pW7eyLpskuzimtrVnp8WE2n4Bpm8iDzwIpyHQNXwCxIk0wM/5HTvb81ITcMSKZvaCqvU11Fy8zkV+RLbOGEUvaMuE3VjIKAg7r+vuBcVlyOVHCavi2zq2wQnJJr8EmreTzizg0/esEIvnT03LG3926/EyuGJfaOertl0AYvDi83fggz2RWpH+STUuF3F1Uf2hy9Th07WXbbuZBcbzEYSOV4T1R+X9D75bRsT3aQX7UBnxI249h38pXrYIyCyO0dC4hN5CJQ/6TYKLl5YIrWfudVounWbJXc+eyHBtFf1CeAnUY9HRPGRaN0+K9Hh3XskfLGFRb/elTyMyuQlUoXJViNoLHSOQynW0taOIKAg7r+vuOcXlopIa3HdiOO3XJBdumfsbANksCelZiqoHT100XKhyuH/6Z1pvxLZpbtFJnAMZ9RDiM7ZPExer/VcdQSq2fCkWbc0ux1XM7V19QtUDjOdnqR2xl1BTW1dSERiemYer7iKm19EtzRynX8QUpzFbl6y1k7IZscQqQMs6IJk2mqvtjvLV4XFvCSaKMNuZ3BoQXX1j5jnYfP2HT+J9kteyV6ZH5C46wcF17DZLukZopzBGbDcQdx/Y3FPScuSXPiv4HiNP2boSynsOG9qc+YW6386p2avMcLglB9SPC7etTU+3/LchaQ0pvxvb5OYCkioc6aorzvJP05t53EztCOZ5dv6WAVFZVU9skBm5mojpNHIfr98/9uP1Coqa5Cma2y/yo3N9ufMbnuUKmfnhOx0DIFyODwCvat7B92P+8bTi8Wu3kMpzO+eDPNNqK/f9CPTf1WxECDRNz/5NKg4wdrxHy9/EFAQ999U3N9n5no/iZ6x6kDYy9fL1p36Y7q+99NoEtOHVww/fdX+LSb3UBkzutfmxsTnkZySckEpjZFTN6K0vtEdLA6PFcMLS2vy4JT5JFRra+uHTtZ7YNmbzqeOXKYIjVdfu+nCWoML3yx8+DIF3bUgWR8zc5PKtkubjO50vQETbZxG0Kz/pNvuDg6VZDkkFZdciI7tyI4zHNywRGpF3Y/yJRmVX7j1P/n79RhiyWwSd/QTqPsGgoCCuP+m4o60GFnc89YeROnJywyxYipl5VW5+SVIpqUX7XD35ww9W7s+azFz3NLGb4T8Bn4J1ahXb0bP2DhARjspNRPtpbTu5Iip6z+2FYWjh6mprcsrLH1A8dh26MHLhDRBSbWYhLdfK3z6JgOJu/4B06uP7Lt4XHTa+oHBAy0ZyE4XMbcSJluldutcF6B9BMn0Fe6fbhknWjut838C3wmI++8o7vgtF3nFVHjFVbieAC6YWitqHuduWqJ1Aum7rVswV9yHyuk6eX32FEizC1BadwqpP5+4KganPPefg5+krZGf5wRRyycq7sI03k/8vfHc14oZnyOjW43WXtq/A4vkVAyRIkSmjaCw7scnYQnUTFj+3oOciYq59N8d0sP4ZE9wLAPi/huKe25+MVI9tW1XkHD/e/hBi62lZZWxCWncQBNBoXH9JmgeOENu2nqH7Lrz2KN/DC4Mklu39eADNvsnXeFt4xYsOE5t+JT16LX9yMOvDqEo7vpaUNNOkV1ZNY7lMMfJzebtux3PQmvY7B83dA4Av7W48/xH80xHR8dp06aJiIgoKCjExn7q5AsKCpYuXSooKKikpFRYWPjLi7vfs5ijV2kyizvqPnffadINs8+zypbrnFLfftXKMeiuuevPfJrR8W8xYnhFrROiczYv1Tox/q/tbcYvXb3hrLNPVz2Yq/oEDqOxMATK61IQdADoEcu9hbivWbMmPDy8vLz86tWrcnJyn27MjY0NDAyQxKN3ExOTX1vc7T1fcJ4f4pSHT9Hr4C7Hr9H/1j+PLHTc3C3vMnO1d12/8sC+T5zs4cuUPScI8sv3YsXwWDGVwuI2HMXMXG3U2vVjZ+En0QZaMoKzIVYnAPSSuDeBpHzw4MHctLS0dEJCAkrEx8ej9C8s7uUVVTyiyoNlOcFLO77X6RsM1BmgBOoVJi8zVN58sWkVa5/gQ3aB/v7borM3N3fxuMno7oCJWvOVD/WT1vzuFU+Isrq6Bc4eHLdfBEpBTQ38YwGgl8X9zJkzyE7npkVERCobfWqjd5RuUTIqKgo14u7du7/At2lh7Sc2bwuJ6d1vgmbH9zqFxF1UOb+wVGi8xoxVRgvwh4JexPW5c5dS2GFh49/0ERny6IW6K/5xqrVdiIeXUlKKZJ2XQO1nToe/KwD0sribmZnNnDmz9L/h0ebi3r9//1/Ycr9h5rhU+0RZRVVEY1jqDnLkMhWJYExi2p8z9Ccu2ckrruLZGW8zPwkKakduEpy5adRRDZHTLSgqMz5HNjlv0ZVqxZn2f9BtHN+9n+XgBn9XAOhNcb9165asrGxeXl5Tzu8zLHPxnq3JhU5r2V0LN0FJtfN3bP6Yoc8vqT56xoafdoZMO6ATR6fPTVPsAkQ6c+/yNYKycoRIVju+jDQNAEAviPu5c+dkZGSysr7wOmJkZNT0QNXY2PgXFnclrRO7jj/+jh0HTNQcNX3jjFUHBsvqaO241hfPXWf3jcnLDblp7yfRilonul4nH5EqRIbRGADoWXHn+ZI2M8vKOAsI8/PzFRUVBQQE0DuS+F9Y3OeuPWhG9/qOHQfLreOTUFHZcqnvnruVU5DK1k/tZ7k8U9v2PdFWGalp6P1Y+EsBEo3jXZZIgzBuANA7lnt38QuIu2dAFFZMJfxlynfsO1xer/8ErZM3+3DcsqAXcQtVDnPX0D6meW05eO/bxr7/M1WfoGWNK9r3PA/FEqk8BArldSqGQBlGZY1j2Y+hQ6wfAABx721s3Z9PW3Hg+zwEDJPXO29q3adPPzT6Nb+EKure3r7PMTpLbuENrTU1bDYScQzx0wvJ+niWwx9WNis8fbnPTi/HvILRdgAAce9lSsurZqw68H1jEYioV2/yC/v22sucvGLZpXtHTNlAZvn+pXpYb+83XA787emPIVLXBzwTJNPwPgGmcUl1DQ37nocjlZdkOcA/EwBA3H8KwqJf84qrbNxv+ptfT//TOyX913YMTpnp3J7LQKTpyFrX9At6XVKaVFJS/9/tDruhIaW0NLeqCv6ZAADi/onR0zeWdCFwcxdx9Q3veoi7XwCG01OMGH7ysr1fK3A3LmG2o/sIijXeO+DH+VUHAOAXEfccjhdG/A8d2bhr4aa27crXhtT1DG9NUtz9a18rCi6e2ZVdtamXuHphiTQMgZJRXg5/PwAAcf8Gt0kuvGIqb9Kzf1DzkKY3Pi3Ea2y/MnXlvqXaLSdx7ztN6ivevpqDbOedwaGSTHv2158Du6VnvCosRgkskTrfyaOLR1zo7HEnNpHWOOURAAAQ9/ZI/5AntWSX4K5z1BexP6h5zj5hQuM1/j30ADdvCxaHHyyr06LA6OkbT1zrY8ttGjgxpp/yEChIteu/Iu5a/kEYImWFh+/jxGQ+Ig2VPBsV8x3Hsk9LH0JhheXmD7BgeGV8gD8eAIC4d0R5w3k1TZBICRCpRyOiT0XGdEuT9PbecvELr6urxzRGMf2f3mnDUwSRCVpSCtsFJNVbFF6kfsz3aUzf+u3t0tKRcB8KixxJs44vKmpdwPV9JhL00TQbXhIFQ6QKkmnqvkFyds6dOkpVfT0pKVWcac+dxo4qrG+AlUkAAOLeAU7RPfgeU3hvEzCPLXBWdsMorK6359I9W4wo/uI9W/+Q2FHTNiBxV1A98iw8gePVKyAKGe8VldXNy3OjYPet335n8Asxhm1lff2fdFuk2oGtvKUPsWQJkul17IYZDq7THdwPh0U9zc4RMbdqUUzZO0DB2Wuuo3ubqq3qE8RDpPISKacjXxoEhUywdoJ/HQCAuHcIcZ1jfPfNJbeew208NYTKHE7tBnHnFVPpL6PdT1oTJSYvM0QG+02Cc1xyOhJ3tHX4lPW5+SXNy09YvDMhJePn+V0TS0rUfIPC8/KbcqRYDtLWjk0DMnMc3YVI9P3POTGSjkdES7McMY2rQ0fQPq+lGmzJMnjyhWf5WnaDAIn2Pw/fY+Gf/FbGFRVjCVTu2E7rKYyKbj7C5nRN3yD4pwEAiHvn2HuKyLts5xyGY0hE0jTtoxgiRbg7HH8jNd968B5WTHmYvN4mo7sPqZ6Z2RyvONxIcpIL/3399ouB4zGzDDKy8n+SH5X98SM/kYa+Cl4SraKxwcOoLAyBOsDik9EdmJWNJVDQXU5iMWd+kVXqW6TO/CTOkDofiYpyiMmv5zq58xKpVfUtI+eJWDBQmUGWjJmOrsre/rMd3ccx7dARx1rZPkhIbl5yjpMbasYIKquwuhr+aQAA4t4JjvsG43dcxazZq+kVmJSaKb1ox4WoVwMtuuqhBSk4n4RqSGTSsMm69fXs1gVmrDoQ/qXH9kGT1hWXVvwMv+iGoGdmia/7mzO83mcOtmQYv4jg3GpQWS7v3wuSaGnl5cg2n2TrNNXOpWmXGjY7Mr/A4V36317+fERqZkXFIhdPZMhPsXdpXb92wJPBFgwskYIKSDA4I+nnoznPsf/xCrgTl8gtU15Xt9jFi+tXAMbXAQDEvdPwmHF8kvDcIixw9nibnoPB4Zdqn0SCcjS8S8EuCorKhk7WbafAnH+MHTw/uz1paGhAh66p6eUlOaW1tcgYxzQOkvxBt0E5O569WOPlb5aYLECm1TU0DKEwlTx8MI26fCc+sc1KxtBtDYJCUMl2fO06vnuvHxhs/joVS6DqB30at9kVHLoh8Bk3TXn9Bln90+zdDEPC4T8GACDuneDyyzhBEh2J++B7FkiqGKlptbX1mjuu6uy5OZzCGmP12Zvg7pDQrMrOrVxNTM0UnbO5nQITFu88e/vzyH5GVv4QWd1e/y2Ti0sESdSJts5rvfy59vKh0Cik9bwkyjIPH/RRytoB6T5S4XasabSVn0RFhnn2t7607MoqJTcf+7R07scj4ZELnD25aWTC6/g/hX8XAIC4d1rcVzh5CSMT9aFFZlkFMja5akWzD/x747lTZg5NE7elbRyQ9IfnFXSqcjuPkIGT1rVTwPAk4SbBadhkvbCXKYaniAfOkqUVdvT6b+mZ8WGOo3uLTFrKG/RtMBsXDUXkF9x8lZBeVtG+ZM9xcj8T2ekVA0HZObMc3fSDnpXU1iq5+6z08IN/FwCAuHda3Ac/sMAcuIw5/0VYbVff8PELt4+Ysn4oheX4jjN3RcTCahTN+kl2Tqcq93sWs1jjWPviPmr6RgwOzyOqjF6SC7fNVz7UTvmn2TkhOZy4g+H53fzQdVNQyAgq6y8XT+58len2rq3LJBQX98AvGJaXzxkiQ11pfoGmXxA95S38uwAAxL3T4s5LoC7ffW309I3NM4PDE7E4lQETtRc4eWwMDH5ZUMRHpMmTWNT45E5Vbu/xXHnzxXYK3CI5CY/XGDJZN/xlCr+EKm7uFmS8t1N+obOHgqvnqYiXWAK1ex8wojPtZ04fRmEtcvESItNWevj24sX0ODEZneDmpyEDLRhWqSDuAADi3mFxLywqW2twoay6BmtGuU1suVTSKzBKSFpjzCyDZe4+fETqSKqNJMsBc+rWLIZjpxqzesPZpohx30Rjx1U+CdWtXw88dDc+cbK9syCZzkei8xKpKzx835VxfGbVNzRU1NV1cbnmaJqN9Zs0DIGi5O6dXl7eeuZiT4LOZeuTkGkOrvwkWmltLfy7AADEvaPivvcEgefqw7OhUZgbjw9dtGxdoKikfODEdaavEngJnFnbxqERGIMTQ8w7NzlSUFL9L9UjLTKn27tiiZTWWpz85sPM1UZ2Hs/brCqjvALTOFiB3sdY2SJlxxIoGwKD0aYDLyJQ/oHnEd9sz3IP34iCwhaZ78sqFnE8LFJzKqtEzK12Bof+DNfT0+wcDJHSLevIAAD4jcT9DtmV57EF5h6R57ZZmwW4sxLxWy4OsWRKMh2qa2qx49SQsJZ12JBks9m84iqbTO4W1dTWstnL3X35yTQJpv0KDz8Rc8aHik5MvJlu7zKe5SDJsi+vq9sV/IJrzJ6Lih1FsyYmpdyIjZ9k4yRApgW1eiRQy254lMgZSgrOzkXdCVLw/hZWdWxOv3IwLNI5/T1qmATTAUOgohsUlMlMTcuurPwZrifUxE2BIZav38BfCwBA3Dsh7oZ3GRgzS95HFvwm174qqasOTFiyi5v+kFMoKKk22IyK9w6IyO/QnJmE1xl8E7QxRCp6HQqLHGtlK2ply0uk/uXiKWXtENzKAcvXiC4oxBKoWBJ1usMXS4FORrxEnY0giTbFzmXzkxBkdHu8z2z57Tca++nl5ZyJjI2OWTCNtv8qZPgTqbMc3TkOGgnUJ1k5YXn5cBEDANAnxR1ZrAMtGEJkOjJXF183H02g3SI6j5iy/mvlk998wIrhS8s5luwAGS1kyIs8MEfKaPIi4ptWpzjTjvkiRnLT6SEUJpLXfmQ6EtP86upBjQ0YQbU+Gh6VW1XV/tB2DZuzqNXkReRMRzckwW7vv/A58yI3f6WHL87KDkuk3IhNUPYOOP7lkqvimtoB5gwk+o0TYCiC5rSXhUX5VdWom+En0cbQbdFNyTiWfS6s6QcAoK+LO8aMgnlgMcXOmfex5UQzq2/WNnSyHqZx2oz4gm26u29hNp8YQ7MRNrdqaKbjLXhTWoZsZCTl8hvPyGw6s9TNe7GLlwCZfiw86iNnuovnaJrN5qCQTU9CxJn2AiTa1w4txrBH9VyMjkXdyTiG/TJ3n7y2VLi6vh5Z5a+KijX9grT9vwg3ej8+aQzdxjA4zO19Jnqd+89/Ot47ENVsl/auv7kVKTkFrl0AAPq2uGdUVPCZEjE7zvQzZyCVVzBjfrO2ncce84qpTFTcNUxe7xHNU2Cc2vusfKTIPh+yrsbEVdbVI5VEtnBzm/1OXNIfdJu5ju6Y4zcFHpgrunq37gAOh0Vy/aXwNprzrY+LZJqPRB1OtUZG90Bzpv+H9iJDMd68Rf3WnbjEncGhnu8zLZJTuQNHsx3dJ1i3Mb3nYUISqhwdl59EZUAkIwAAfpC48/xH88yCgoKlS5cKCgoqKSkVFha2k9lxcXdNz+C5/qjfmr3IFua9S9Jx//ZUbksbf4wYfqCMDq+4CpvdMH3l/vCYFHl7l8GWHI9X1m/eIXU+EfF5MKS0thZJ9mJXL0mmPSegBIm6yMWrdbXFNbVrvf2RHI+1sn1f/sU6z7yqarTvcArreHj0Wu8AfhKtgzMc6SlvtfyeIDVvdLpLHWjBECDT3FuNwiOiCgpkbZ3hkgUAoCcs9xbibmxsbGBggNQcvZuYmLST2XFxXx/wFHP+Xn/ZdfyrDTGTtDLyi77ZKpbLM4Fxqjw4ZawYvr6ejZu7pZ+0pr6rHz+ZhrTb9FXCKJr1vfgkbmG39AwsgYrEXZxht2bPtWEaBxVcPBe5erZTv7ydS/SXcxODc3KRKKNKkktK/T5kz2hrpWib2LxN/5Nmy9cYpYgT7YhEEyLTA7Jy4NIEAOAnEndpaemEhASUiI+PR+l2Mjsu7rLmLMEtpyQX/MsvoUqzD+xIq+w9ngtKquvsuXHfkuNr5dhV+sipGx5TvRY6eyLpPB8VO8/JgzuYnlhcgux0caa9tt+TxKJiLE5l3MJ/icmv7/8n/W0yw8HN7m26/bv33GenHzmhMBwlWQ6bgoI7+wN4vs8UIFEFyfTI/AJU7WiaDVyUAAD8dOIuIiJS2TjhGr2jdDuZHRR3ZZIdjylxsPKB7LxiXjEVr6AO+fItKatw9/tibsxynVOTlnLmR0ow7Re7eiEtRlb2CJr1AmdPfhJtgZMH2hQdl4bF4VE38M36p9i5bnnynJdIdXyX8a68vLS2FkugnP7e2K1GLyK4biyr2eysn2O6OgAAIO5fFff+/fu3k9lEVFQUasTdu3fbrF/8KoHnHnnMyn0ozSeu4vcs9vvO0yswelCjo8fRNOup9i6nImP3Pw8XMbeaYO0wimaj4MIZhLFzDxk9Q3/l+rPfrG2d3xPuolP0LkS2WuHpg2vmZLiz1LLZ5XV1cC0CAPB7DcvMWHVgVKODMI3tV1PSsr7vPAuKyobIcVyu/+XiJW3tGJCVbZeWjoz3IZasC9GxSF4Dn79asf4MOkQHK9wZ/IKfTHtVWIglUniIFEmWA1xMAAD8suJuZGTU9OzU2Ni4ncyOi/usv42kFP7t4nk2NDTwS6jW1tUvcvFCFndwdi67oWGJqzcvkXr7FScmkdaOq42BnE50sMLKujruY8/Frl4BmVlwJQEA8IuIO8+XcDPz8/MVFRUFBATQO1LzdjI7Ie6rjVbqne36qQqP14hNfPcyv/B2bHxlXcslpmNmbTp8mQIXBAAAYLl3J+2I+9PQ+MjY1K4fQmzuloiv1zNh8c645HS4IAAAAHHvIXHvLuYpHwwObzsqdG1tPQaHL6uoggsCAAAQ9z4m7iv0Trv5te07LCUtS2zeVrgaAAAAce974q6545qV4ycXXWz2J+8AeYUlExbtWIA/3CJiHwAAAIh73xD3Kf/bJyipXl1de+GuzYj/VipFvkrFiCpjcPg1G8/B1QAAAIh73xN3mn3goEnrXHzCTEku/WW0uJkX7tjIKRmaXLCIfAXBgwAAAHHvg+KOmLnaSGbJzkc0T2Sqf8jmTMo8eMFCdetluA4AAABx78PiHvD8FZ+E6j0Lt37Smsev0VGO8Xnzy/9v79qDqqrWuIzKOx6iiUVMiELIIzyQhgQa2BTD1SRNM4chJobhenVqEBhUhGjMTGNUAiH5RxBmTBIQwQq7zNyZpAJUXunNkBBsMBV5CvjkfrFvuz0HDpzHItfe/n7DnFlncfbvrPXtb/3Wt/ZZe38Hi+AHAABA3GUs7nfu3ps+d83e7GLff8TtySquPNNg7b5hd+Zx+AEAABB3GYs7wWz+2u178lWhW6Y7rYnckm69YEPZv2vhBwAAQNzlLe5zfCLf2ZL+z+3ZzyyKmuG5Yf2mNDgBAAAQd9mLu0vgRpel/4qIPZC0p8B+YcSxk2fgBAAAQNxlL+5mLmunPLPqu+qLR0u/m+a0urahGU4AAADEXfbiTugfGKLXru5+x8VR/22+CicAAADiPlk4dOjQ4XGRkZFxmAXAAx7wgOdx4Dl27BgX4q73LAQe8IAHPODRHtyJe11dHXjAAx7wgMdAHu7EHQAAADAcXIt7X1+fInkAAAAeF3Gvr6/38PCwsbGJiorq7e39f+OmTJE7T2Vlpb29vbe3d1NTU0BAgLm5eWBgYEtLi6x5WDVG3RensPFG8GhCe3t7UFCQpaUlnTVDzpfCeETD1tbW+vj4kD8vXry4oaFB9jyciLu/v39aWlpnZ2dqaqqvr++NGzf082beeFQqVUFBQWFhoZ2dXUpKCs0TycnJoaGhsuZh1RgTE5Pw8PCQkBB3d3crKyu1JOzgYcUjHhIWFhYbG9vT07N161Y9zpdSeYyMjB48eEAFT0/PjIyM27dvp6en06iXOw8v4k6zE/VBKOfk5JA3d3R06OHHvPGYmZkNDAwMDg7SseR8VNPd3U0LAlnzsGpMXl6en59fW1ubgZEpeLQUQVtb2+vXr1Ohq6tLj/OlVB4HB4eamhoqWFhYCKO+v7/f1NRU7jy8iDut8c+e/Svx6f79+93c3PTwZt54vLy8mpubpY7Y2trq7Owsax5WjSFUV1fTOqCqqsrAyw7g0UYEKfw35CKPUnn27ds3b96848ePx8XFZWZmCpEyLZjkzsOLuJeUlKxYsUJas3PnTj3OE288RUVFERER0pro6Oj8/HxZ87BqjABaEi1btiw3N9fAa8rgGUcER1/S0U9MFclDKCwspEUSRf0ULLu6uiYmJtJiVO482AoJPHoMDQ1FRkYa/oMheABAHuKu1K2QiuSBccADHq54sBUSPDrzwDjgAQ//PNgKCR6deWAc8ICHfx5shQSPzjwwDnjAwz8PtkKCR2ceGAc84OGfB1shwaMzD4wDHvDwz4PNVQAAAAoExB0AAADiPmno7OyMj493cXGxtLS0sLCgQkJCwq1bt8DDIQ+MAx7w8M/Di7gHBQW9++67Fy5cGBgBFejt8uXLwcMhD4wDHvDwz8OLuBsbG9N8pTZ9mZiYgIdDHhgHPODhn4evyP3ixYvCZEUFehscHAweDnlgHPCAh38eXsT95s2bcXFxLi4uFiOgQnx8vNr0BR5OeGAc8ICHfx7slgEAAFAg8FRI8OCpkOABjwJ58FRI8OCpkOABD54KOWnAA95kxAPjgAc8/PPgqZDgwVMhwQMePBVy0oAHvMmIB8YBD3j458FTIcGDp0KCBzx4KiQAAAAgB/Ai7gsWLEhOTm5oaAAP/zwwDnjAwz8PL+L+448/xsXFOTk5ubi4bNu27dy5c+DhlgfGAQ94+Ofh7rJMbW1tYmLi/Pnz586dm5CQUF1dDR5ueWAc8ICHWx5+r7nX1dUlJSW5ubmBh38eGAc84OGNBz+o6gBWdxIDwCN3Qjiz4sGLuFtbW8fExNTU1BjI093dvW3btueee87S0tLW1tbf37+kpEQPHlZ3AFdWVtrb23t7ezc1NQUEBJibmwcGBra0tOjdwfb29qCgIOodsenBc+LEiZkzZ1J7GhsbqSVmZmYqlYpWfzqRsMoUM7ZHTpnyqBjEA8kgPj4+dLIWL16sx+9avDkhKx6unBB+KBtxp/589NFHzs7OXl5eBw4c0OP5lgJCQkLS09Nv37792Wef0Zk+fvz4vHnzMjIydOVhdQcweW1BQUFhYaGdnV1KSgoNreTk5NDQUL3Pd1hYWGxsbE9Pz9atW/XgoQFQNgISnczMTDIUmYsaqRMJq0wxrIaEiYlJeHg4nXp3d3crK6spf0JXHiMjowcPHlDB09OTfEYwDp19uTshs9vZeXJC+KGcxJ1eHz58SKHuhg0bKMpYt25dRUWFrjympqbCnbv9/f00mVOBVgOOjo668rC6A5iiEnK7wcFBOpYGgxDWUe/0djUaD9evX6dCV1eXHjzGxsZ37twZGhoiQmoY1VA3qZG6krDJFKMBuvLk5eX5+fm1tbUZGDE5ODgIa0fyHNGLyKPk7oTMbmfnyQnhhzITdxHkNDRlLVy4UFcemt+EoIleaRFANTQH0kyoKw+rO4CpDc3NzdIOtra20gJFb/tQRGBIcOHq6npqBDQ+s7KyaGhR6KSrnZllihmr/foNierqagr9qqqqDBlU+/btoxCbAu24uDgxoqRATO5OyOx2dp6cEH4oV3HXGw0NDYsWLVK7ivcI7wAuKiqKiIiQ1kRHR+fn5xsSXBhiNOFyJykOGSowMJDCARr5um6xYpYpht2gIlA0umzZstzcXEN8qbCwkIIvikapX6RBiYmJtNKSuxMyu52dJyeEH8pG3AHAcNBKPzIyklWgAACy9kMMAwAAAAWCF3FntauJt91RvPVr8uwD48AJYR+ueHgRd1a7mnjbHcVbvybPPjAOnBD24YqHF3FntauJt91RvPWLCQ+MAyeEfWRgH64id8N3NfG2O4q3fjHhgXHghLCPDOzDibiz2tXE2+4o3vrFhAfGgRPCPjKwzzAAAACgOCATE3jQKfCAB5mYJg1IqiIjHhgHPODhnweZmMCDTEzgAY8CeZCJCTzIxAQe8CiQBz+oAgAAKBBci7sC7iRm1S+u7MPKOKwyFvHGwyrTECse3tKcKdU+vGWYUpq4K/UOaa7sw8o4rDIW8cbDKtMQKx7e0pwp1T68ZZji6HnuiryTmFW/uLIPK+OwyljEGw/DTENMeHhLc6ZU+3CXYYrnIF0BdxKz6hdX9mFlHFYZi3jjYZVpiBUPb2nOlGof7jJMKUzclXqHNFf2YWUcVhmLeONhlWmIFQ9vac6Uah/uMkwNAwAAAIrDYyHufX196BcAI6NfEPdHAFa7f+rr6z08PGxsbKKionp7e9kuux7h1kyu+lVZWWlvb09LzqampoCAAHNzc1qEtrS0wMjoF/pleL9YjS+lZWLy9/dPS0sjK6empvr6+t64cWNY/lsPeeuXSqUqKCgoLCy0s7NLSUmhcZWcnBwaGgojo1/ol+H9YjW+lJaJiWY5YbcWIScnx93dvaOjQ+5bD3nrl5mZGfnu4OAgHdjT0zM8cnsLBVAwMvqFfhneL2bji6vI3fDdP7SWOXv2rPh2//79bm5uct96yFu/vLy8mpubpQe2trY6OzvDyOgX+mV4v5iNL07EndXun5KSkhUrVkhrdu7cKfeth7z1q6ioKCIiQloTHR2dn58PI6Nf6Jfh/WI2voYBAAAAxQHiDgAAAHEHAAAAIO4AAAAAxB0AAACAuAMAAAAQdx6tDwBKB4Y5xP0xFXcYAYCHAxB3uD4AwMMBiDtcHwDg4RB3AK4PAPBwiDsA1wfkemb/tubBwyHukACDSA4dOiStOXXqlMjc0dERHh5ub29vZWUVHBx8+vRp8WPl5eXPP/+8qamph4fHF198oalJ9F8xD+SdO3dsbW3v3r0rvP3hhx88PT2FcllZmbu7u7GxMb1SWdo8AXZ2dqGhoZcuXdL0RcLHpk2b9tRTT61du/b8+fNjdnbM/RiavsVwZGdnU2NG17/55ptqZmd1Zse0DFsHm5BQ7QPMGwBA3CHuWpH4+vrev39frHn55ZdF5ldeeWXLli3Xrl3r6empqKgICgoS6uvq6p588sni4mKqb2xsFPVrdJN27dq1efNmofz999/TB0jThbebNm3avXu3wDZr1qzS0lJiO3nyJJXr6+vVCG/evLljxw4/P7/xJYxmjl9++YW+1MbGRszCrL36qH2L4RgcHJwzZ86vv/4qraS3NAPRv/4ecf/7He8RprwAIO4Q979ISL6PHDkiRtAxMTEis4WFxZhZJSnwzMrK0qZJra2ts2fPvnfvHpU//fRTis3T0tKoTDVUf+XKFSrT3JCZmSkekpGRsW7dutGEvb29ZmZmWsanH3/88euvv65HaCn9Fib44IMP3n//fWnNe++99+GHH1Lh559/Xr169YwZM6ytrcPCwoRkQNL2DA0N0Ydp5US2ogK9FT+Qk5Pj4OBgZGSkfeROK6eNGzfS1zk7Ox88eFCs12SNCQ8cs/2jd6lTgeZvOvbhw4dCDRXmzp1LU7imDkLcIe4QdwYkLS0tHh4ewsBbtGjRxYsXRebAwECKuykWVjvq2WefbW9v17JJS5YsKS8vpwKNf5o53njjDWEWCQgIENna2trEz1PZyclJjbCzszMpKYmap6W4Nzc3z5w5U1dxV/sWJiDJo1VOd3e38JYK9JaWCMMjeRUqKysHBgaoktYxUVFRau2hZcTy5cvbR0ArquTkZPEDNHX99ttvOl2WSUlJIbarV68KbNqLu6YDJ2y/9K1Kpfr222+FmtOnT/v4+IzTQYg7xB3i/gcOX7qs/d+YJCtXrvzyyy9LS0tfe+01KfO1a9dIjp9++mkKzd5++21RTUxMTNSCrHFGI0Xlb731FhWIh4SbXqlMsXl2dvaYbFQ2NTUVCUVIr29MKO6kONOmTdNe3Mf8FikOF1Zq/6d2LNlwz549QvmTTz6hKHg0f09PD0Xias2j8Pann34Syo2NjWI+HfoALYm0nPLFGjpcyqa9uGs6cML2S9/Sgky8fEcrP2GtpqmDEHeIO8T9D7zznyrt/8YkoUhq4cKFFFt9/fXXYw6q33//PTY2dunSpXpE7hS6WllZnTt3ToiIX3jhhfPnz9NsIWaZmTByp1UFrR5eeumloqIi7SP3WbNm6RS5j/4WKd6JTdf+T+3YS5cuOTo63h0BFcSVUE1NTVBQkK2trTCvTJ06Va15NMmJl+apIJ3zxEsc2ou7Gpv24q7pwAnbL33b1dVFbnB9BFSgt+N0EOIOcYe4MyNxG4EgGWMy9/b2WlhYiJHX559/rn2TQkJCSAUSEhKoHB8fT2VphjMxjhMgDfGkhFeuXLG3t6dmaCPuu3btCgsL0/WyjNq3MMSqVavy8/OPHDkiXJUSI+Lc3Fya5O7fv3/r1q3RqjpO5K69V0gD8AsXLgjlpqYmqXaLqaKlSaInPFBT+9V+CRDr169fv3fvXlrE0Cpw/A5C3CHuEPdJIRErSYUrKiooyKLoOzExMTAwUKivq6ubPXt2SUkJiSCNyTF//5SCRI3+9dVXXw3/udXy6NGj4n8pqKco++TJk7S0Lysro7K4kVGNcM2aNcLFHE0Sdu/ePYrZSdlnzJhBtHqIu/RbGOLMmTO0NvL29q6q+mvxRLNIcXHx0NDQ5cuXV69ePVpVt2/fLl6SpnORlJRkiLjv2LHj1VdfvToCohXr/f39U1NT+/v7W1paVq5cOboZmg7U1H46g+JkIOWhBaKrq6uLi4t48V1TByHuEHeI++SKO43G4ODgJ554goYrjV5hc4sAUmFhn7unp+exY8fGb1JfX5+1tbWw8YZeaSE/MDAg/cCJEycWLFgwffp0ei0tLdXUvG+++UalUg2P2rEu1kydOnXOnDkU+IubKfUQd/Fb2MLPz2/JkiXSmvLychI76rWjo2N6evpoVR0cHNy8efPsEVBBvIIxvriPtozwL1LhmJgYmvYoXs7KyhLraXp+8cUXzc3NaemWl5c3uhmaDtTU/rS0NBsbm9E8tC58dgTiNSVNHYS4Q9wh7gCgWP+Bh0PcMTgBAOIOQNwxOAEA4g5A3OH6AAAPh7gDcH0AgIdD3AG4PgDAwyHugJrrAwASZAMQdwAAAEAr/A8Fsnwx5mPXegAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">ES0113860A34</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">387375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">420625.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">ES0132105018</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">383250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">316500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">3.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">792000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">175800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">174650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">ES0105777017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|PUIG BRANDS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">403250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">3017725.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">7.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">3017725.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">7.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">3017725.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">7.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasInterior>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1089900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">823500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">CH0023405456</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">607520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">DE0005190003</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">130396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">126495.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">750360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">603720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">600640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">153475.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">143360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR0000131104</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">714980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">565530.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR001400AJ45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|MICHELIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">337500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">283100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|STANDARD LIFE ABERDEEN PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-09653031_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">491090.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">418253.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">GB00BP6MXD84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|ROYAL DUTCH SHELL PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">681396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">628109.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IE0004906560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|KERRY GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">682975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">663000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">821816.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">980954.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1230750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">3.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1329750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">4.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IT0005162406</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">456000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">484200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IT0005378143</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">301920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">370740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">JE00BN574F90</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-09653031_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">760269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">804392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">JP3633400001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">219080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">JP3802400006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|FANUC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-09653031_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">995132.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">827424.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">LU1598757687</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|ARCELORMITTAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1054000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">781800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">NL0009432491</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|VOPAK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">228200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">189400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">NL00150003E1</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|FUGRO N.V.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">42450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1117538.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">PTBCP0AM0015</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">310500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">268860.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">639000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">661000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">PTZON0AM0006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">176575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">140525.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US01609W1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">588164.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.56</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">873168.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US09857L1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">104819.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US7960508882</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">527444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US8816242098</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.73</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">584307.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US91912E1055</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">887073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US92826C8394</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">59690.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">NL0015001KT6</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">611975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">JP3734800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">753875.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.37</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">BE0003789063</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">453000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">BE0974258874</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">663250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">DE0005552004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|DEUTSCHE POST AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">796500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">700950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">654000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">636000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">FR0000125486</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|VINCI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">96040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">GB00BH4HKS39</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|VODAFONE GROUP PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-09653031_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1041260.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1020012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">HK0000069689</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|AIA GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-09653031_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1200274.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">1311914.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">4.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">IT0005594418</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|NEXT GEOSOLUTIONS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">351680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">274400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US0970231058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|BOEING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">379007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">369534.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US7170811035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|PFIZER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">632408.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">635690.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">BE0003874915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|ARSEUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">602500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">532500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US8807701029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|TERADYNE INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">2117833.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">5.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">823589.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">US00971T1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|AKAMAI TECH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1034842.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">742490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">BMG2004J1036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-09653031_ia">Acciones|CARNIVAL CORP LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">1075471.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_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_S12026_V-09653031_ia" unitRef="euro">29667344.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">78.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">25872816.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">81.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">29667344.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">78.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">25872816.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">81.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-09653031_ia">LU1954206881</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">3301983.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">8.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="euro">3029002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ipy" unitRef="pure">9.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="euro">3301983.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-09653031_ia" unitRef="pure">8.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-09653031_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:OperativaDerivadosPosiciones>
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<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-09653031_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-09653031_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-09653031_da">false</iic-com:HechoRelevanteCambioEsencial>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-09653031_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
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<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-09653031_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-09653031_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-09653031_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 1.357,63 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_S12026_V-09653031_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Hemos mantenido durante todo el periodo una elevada exposici&#243;n a la renta variable al apreciar la existencia de unos descuentos fundamentales muy importantes.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 10,52% durante el trimestre y en los &#250;ltimos doce meses ha sido del 8,7%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 16,14%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 14,28%.
  
  
 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 positiva del 18,72% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 224 participes, lo que supone una variaci&#243;n del 62,05%.   La rentabilidad neta de la IIC durante el periodo ha sido del 16,14%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,16%. 
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 16,14%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del  5,70%.
 En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 A principios del mes de marzo tuvimos que vender para hacer frente a un rescate, deshaciendo posiciones en compa&#241;&#237;as con un peso en cartera inferior al 0,3% del patrimonio: Fugro, Visa, Booking, Vinci, BMW y Munich Re. Sin embargo, con la correcci&#243;n del mercado durante el mes de marzo, activamos la estrategia de dientes de sierra con la compra de futuros EuroStoxx50, la cual solamente se ejecut&#243; la mitad de la posici&#243;n debido a que la ca&#237;da del mercado fue insuficiente. A finales de mayo, con la recuperaci&#243;n de las Bolsas, cerramos toda la posici&#243;n de la estrategia de dientes de sierra con importantes plusval&#237;as. A finales de semestre, tambi&#233;n aprovechamos la debilidad de las cotizaciones de varias compa&#241;&#237;as de mucha calidad para tomar posici&#243;n, como el caso de Puig Brands, Cie Automotive y la farmac&#233;utica francesa Sanofi.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre Eurostoxx que han proporcionado un resultado global de 581640 euros.  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 6,38%.
  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,40%.
  
  
 d) Otra informaci&#243;n sobre inversiones.
  
                 En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el art&#237;culo 48.1j del RIIC, la IIC 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 17,91%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 11,22%. 
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 1,89 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 No detectamos ning&#250;n cambio a corto plazo de la actual coyuntura, por lo cual es previsible que continuemos invertidos en un porcentaje muy elevado de la cartera durante los pr&#243;ximos trimestres. El mecanismo de Dientes de Sierra que utiliza el fondo seguir&#225; activo, a la espera de poder tener nuevas oportunidades de actuaci&#243;n.</iic-com:ExplicacionInformePeriodico>
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