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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">9.9975</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">1.13</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">2.15</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">1.13</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">2.15</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.24</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_daa" unitRef="pure">18.80</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">6.51</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">5.29</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">4.95</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">9.40</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">23.81</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">-1.66</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">-5.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">1.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">3.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-09653031_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">15.03</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">10.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">14.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">12.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">12.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">13.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">13.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.88</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">14.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">17.29</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">2.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.78</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.55</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">2.28</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-09653031_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-09653031_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-09653031_ipy2" unitRef="euro">14970711</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">11677489</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">17.1755</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy" unitRef="euro">14.2347</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy2" unitRef="euro">12.7861</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">10.1476</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.10</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.20</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.35</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.70</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22025_V-09653031_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_daa" unitRef="pure">20.66</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">6.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">5.70</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">5.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">1.37</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.33</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">26.00</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">-1.66</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">-5.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">1.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">3.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-09653031_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">15.03</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.64</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">10.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">14.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">12.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">12.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.90</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">13.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">14.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">17.18</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.13</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.14</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-09653031_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-09653031_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-09653031_ipy2" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">10.8659</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy" unitRef="euro">14.1331</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy2" unitRef="euro">12.7260</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">10.1252</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.34</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.34</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.34</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.34</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-09653031_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">6.92</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">-27.83</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">-1.64</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">1.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.06</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">25.69</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">-1.66</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">-28.99</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-07-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">1.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">2.97</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-04-14</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-09653031_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">36.41</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">66.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">35.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.83</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">10.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">14.06</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">12.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">12.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">13.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">14.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">17.19</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.40</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.17</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-09653031_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-09653031_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">3136185</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">16.6564</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy" unitRef="euro">13.8949</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy2" unitRef="euro">12.5874</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-09653031_ipy3" unitRef="euro">10.0739</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.68</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">1.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_da" unitRef="pure">0.68</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">1.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_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_S22025_V-09653031_daa" unitRef="pure">19.87</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">6.75</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">5.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">5.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">1.16</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">10.39</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">24.95</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">-1.66</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">-5.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">1.27</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">3.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-09653031_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-09653031_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">15.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">9.77</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.40</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">10.57</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">14.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-09653031_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">10.19</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">12.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">12.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">12.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">13.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">13.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">14.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">17.23</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daa" unitRef="pure">1.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_daq" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpq3" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy" unitRef="pure">1.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-09653031_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-09653031_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-09653031_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">316500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">541000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">792000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">711000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">174650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">512670.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">2102545.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">8.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">2102545.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">8.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">1703775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">5.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">2102545.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">8.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">823500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-09653031_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">607520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">552720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">DE0005140008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|DEUTSCHE BK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">704760.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">DE0005190003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|BAYERISCHE MOTOREN WERKE-BMW</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">130396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">105644.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">126495.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">123885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">603720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">542500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">143360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">145845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">565530.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">152640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">FR001400AJ45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|MICHELIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">283100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">220780.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|STANDARD LIFE ABERDEEN PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22025_V-09653031_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">418253.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">387574.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">GB00BP6MXD84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|ROYAL DUTCH SHELL PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">628109.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">297868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">IE0004906560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|KERRY GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">663000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">468750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">980954.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">888056.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">IE00BYTBXV33</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|RYANAIR HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">1329750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">4.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">1201000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">4.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">IT0005162406</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|TECHNOGYM SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">484200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">365100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">IT0005378143</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|PATTERN SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">370740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">294000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">JE00BN574F90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|WIZZ AIR HOLDINGS PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22025_V-09653031_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">804392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">699321.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">JP3633400001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|TOYOTA MOTOR CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-09653031_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">219080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">177282.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">JP3802400006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|FANUC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-09653031_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">827424.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">466969.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">LU1598757687</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|ARCELORMITTAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">781800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">846405.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">NL0009432491</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|VOPAK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">189400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">211100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">NL00150003E1</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|FUGRO N.V.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">42450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">59650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">PA1436583006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|CARNIVAL CORPORATION</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">1117538.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">1026539.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">3.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">PTBCP0AM0015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|B. COMERCIAL PORTUGUES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">268860.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">198180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">PTCOR0AE0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|CORTICEIRA AMORIM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">661000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">792000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">3.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">PTZON0AM0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|NOS SGPS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">140525.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">135450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US01609W1027</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">873168.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">673971.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US09857L1089</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">104819.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">113042.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US7960508882</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">527444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">280414.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US8816242098</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">584307.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">313032.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US91912E1055</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|CIA VALE DO RIO DOCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">887073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">659479.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US92826C8394</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|VISA INC.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-09653031_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">59690.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">60285.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">NL0015001KT6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|BREMBO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">611975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">446600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">JP3734800000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|NIDEC CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-09653031_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">753875.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">997346.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">BE0003789063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|DECEUNINCK NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">453000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">413000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">BE0974258874</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">663250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">140200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">DE0005552004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|DEUTSCHE POST AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">700950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">588150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">636000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">506600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">1.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">FR0000125486</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-09653031_ia">Acciones|VINCI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-09653031_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="euro">96040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">100080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">GB00BH4HKS39</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">HK0000069689</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US0970231058</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">355769.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US7170811035</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US8807701029</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">US00971T1016</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">77.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ia" unitRef="pure">81.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="pure">77.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-09653031_ia">LU1954206881</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-09653031_ipp" unitRef="euro">2595583.00</iic-com:InversionesFinancierasValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-09653031_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-09653031_da">La sociedad gestora ha adoptado la opci&#243;n de forma voluntaria de continuar remitiendo a los participes la informaci&#243;n con periodicidad trimestral como se ha venido realizando hasta la fecha. Se ha modificado el lugar de publicaci&#243;n del valor liquidativo de los fondos de inversi&#243;n del Bolet&#237;n oficial de la Bolsa de Valores de Barcelona, por la p&#225;gina web de la sociedad gestora. Dicha sustituci&#243;n viene motivada por la discontinuidad del servicio de publicaci&#243;n por parte de BME; si bien la sociedad gestora, desde la constituci&#243;n de cada IIC, ha venido publicando simult&#225;neamente el valor liquidativo de las IIC gestionadas tanto en su p&#225;gina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modificaci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-09653031_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 6.687.391,33 euros que supone el 21,01% sobre el patrimonio de la IIC. 
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 1.857,56 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_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.
 En el segundo semestre, el crecimiento mundial ha sido revisado al alza por el FMI, mejorando el crecimiento en 2 pb. y estimando un crecimiento del 3% para el 2025.
 La OCDE ha bajado, por el contrario,  sus perspectivas econ&#243;micas globales anticipando una desaceleraci&#243;n del crecimiento mundial que pasar&#237;a del 3,5% al 2,9% en el 2026.
 Todo esto en un contexto en el que las econom&#237;as, por el momento, no se resienten de la guerra arancelaria de la administraci&#243;n Trump, de los riesgos geopol&#237;ticos, que cada vez se agravan m&#225;s, y de datos de empleo y PMI&#180;s flojos de la econom&#237;a Americana.
 Las principales plazas mundiales, han tenido un gran desempe&#241;o a lo largo de semestre siendo el mercado espa&#241;ol, el que mejor performance ha tenido, con una subida de nuestro selectivo en un +23,7%, seguido de UK +13,36%; Eurostoxx +9,21%; Cac +6,31%; Ftsemib +12,95%, quedando descolgado de las fuertes subidas el DAX Alem&#225;n, que cerro con un +2,43%. Los &#237;ndices Americanos, tampoco se quedaron atr&#225;s, subiendo el Nasdaq un +11,34%, seguido del S&#38;amp;P +10,32% y el Dow Jones +9%
 Por sectores, en Europa destaco Recursos B&#225;sicos, con una subida del 39,73%, seguido de Bancos, (+29,36%), Energia ( 12,30%) y Farma (11,69%). Por el lado negativo, destacamos Media con un -12,08%; Sector Qu&#237;mico (-8,57%) y Real Estate (-5,47%).
 Por el lado de renta fija, la FED recort&#243; hasta 3 veces los  tipos a lo largo del &#250;ltimo semestre, dej&#225;ndolos en el 3,5%-3,75%, con unas notables presiones de la administraci&#243;n Trump. La aprobaci&#243;n de la one big beautiful Bill en Julio ha puesto una mayor presi&#243;n a la deuda p&#250;blica, y con ello, a las necesidades de bajar al menos los tipos a corto plazo para beneficiarse en la refinanciaci&#243;n de los 9Bn USD que vencen anualmente, de ah&#237;, el final del quantitative tightening. Por cada 1% de reducci&#243;n del tipo de inter&#233;s en las refinanciaciones tiene un impacto del 0,3% aprox. en el d&#233;ficit p&#250;blico&#47;PIB. Recordemos que Trump reclamaba un recorte de 300pb, lo que har&#237;a reducir el d&#233;ficit en un 1%.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Hemos mantenido durante todo el semestre 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 6,45% durante el periodo y en los &#250;ltimos doce meses ha sido del 10,79%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 12,15%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 7,71%.
  
  
 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 22,01% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 92 participes, lo que supone una variaci&#243;n del 34,2%.   La rentabilidad neta de la IIC durante el periodo ha sido del 12,15%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,18%. 
  
 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 12,15%, 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  5,18%.
 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.
 Durante el semestre se han hecho inversiones en empresas como Nidec, Bekaert, Fanuc, JC Decaux, Pattern, Pfizer, Akamai Technologies, Bnp Paribas, Brembo, Shell Plc, o Sixt SE-Pref, entre otras, y se han efectuado desinversiones en empresas como Acerinox, Arcelormittal, Ryanair Holding, Vodafone o Telefonica,  entre otras.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo no se han realizado operaciones en instrumentos derivados.  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,47%.
  
  
 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 9,08%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 12,01%. 
 La beta de GVC Gaesco Global Equity DS, FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,63.
 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 3,12 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los 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>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-09653031_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-09653031_da">Datos cuantitativos: Durante el a&#241;o 2025 la Entidad Gestora ha satisfecho una remuneraci&#243;n total al personal, incluyendo los costes de Seguridad Social, de 2.931.497,63 euros, con un total de 40 beneficiarios, uno de los cuales ha sido summer interships. De este importe, 2.744.732,25 (93,6%) euros corresponden a remuneraci&#243;n fija, y 186.765,38 (6,4%) euros corresponden a remuneraci&#243;n variable. En total 34 personas han recibido la remuneraci&#243;n variable. El 47,7% de la remuneraci&#243;n variable ha sido en concepto de gesti&#243;n de inversiones, sin estar directamente ligada a ninguna comisi&#243;n de gesti&#243;n variable de las IICs en particular, sino a la consecuci&#243;n general de los objetivos de gesti&#243;n, en especial el batir a los &#237;ndices de referencia. Los siete altos cargos de la gestora han percibido una remuneraci&#243;n fija, con coste de la Seguridad Social incluida, de 795.053,23 euros (el 29,0% del total), y una remuneraci&#243;n variable de 66.419,24 euros (el 35,6% del total). Los empleados con incidencia en el perfil de riesgo de las IICs han sido 16, y han percibido una remuneraci&#243;n fija, coste de la Seguridad social incluida, de 1.223.662,41 euros, y una remuneraci&#243;n variable de 120.449,37 euros. 
 Datos cualitativos:  La remuneraci&#243;n del personal con incidencia en el perfil de riesgo de las IICs consta de dos apartados, uno de cualitativo, en funci&#243;n, prioritariamente, de las aportaciones realizadas al Comit&#233; de Inversiones de la Gestora, y otro de cuantitativo, cuyo indicador principal es la comparativa de la rentabilidad de las IICs gestionadas con su correspondiente &#237;ndice de referencia a tres periodos distintos: un a&#241;o, tres a&#241;os, y cinco a&#241;os, de forma equiponderada. Son estas las remuneraciones variables prioritarias y, a menudo, &#250;nicas de la gestora. El resto de colectivo puede tener remuneraciones variables en funci&#243;n de la consecuci&#243;n de ciertos objetivos de car&#225;cter binario, no cuantificable.  La pol&#237;tica de remuneraciones de la Gestora se engloba dentro de la Pol&#237;tica de Remuneraciones del Grupo Hacve. La pol&#237;tica de remuneraci&#243;n es compatible con una gesti&#243;n adecuada y eficaz del riesgo, y no ofrece incentivos para asumir riesgos que rebasen en el nivel de riesgo tolerado. Es compatible con la estrategia empresarial, los objetivos, los valores y los intereses a largo plazo de las entidades, e incluye medidas para evitar los conflictos de intereses. Adem&#225;s tiene en cuenta las tendencias del mercado y se posiciona frente al mismo de acuerdo al planteamiento estrat&#233;gico de las entidades. El esquema de retribuci&#243;n establecido se basa en la percepci&#243;n de una retribuci&#243;n fija establecida con car&#225;cter anual, y una parte variable anual que consistir&#225; en un porcentaje que no podr&#225; ser superior a la retribuci&#243;n fija establecida, estando la parte variable sujeta al cumplimiento de una serie de condiciones o requisitos gen&#233;ricos y&#47;o espec&#237;ficos. El sistema de retribuci&#243;n variable se establece en base a objetivos, y se orienta a la consecuci&#243;n de los mejores resultados, tanto cuantitativos como cualitativos.</iic-com:InformacionPoliticaRemuneracion>
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