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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.76</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.49</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.76</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.49</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.53</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">5.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.55</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">1.59</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">2.39</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-0.39</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">5.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">11.31</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-0.70</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-1.71</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.50</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.08</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-25</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">5.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.64</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">7.33</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">5.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">4.18</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">6.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER 50 RVME</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">7.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">3.96</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.58</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.91</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">3.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">3.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.68</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.01</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES00000124C5</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|5,150|2028-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">538480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">546575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">988140.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">493555.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2942170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">18.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1040130.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">145472.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">494907.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">495663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">498013.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">493256.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">346534.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">496328.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">493905.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">494747.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">497072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02510102</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-10-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">345956.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02511076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-11-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">345411.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">344912.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02608070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,957|2026-08-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">196833.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02609045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,960|2026-09-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">196520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02610092</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,991|2026-10-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">196098.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,998|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">294885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02612049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,051|2026-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">294405.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1178741.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5492176.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">35.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4120911.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">6532306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4120911.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">6532306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103678.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">109603.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">122823.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">261360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">234630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">185129.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">314958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0126775008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DISTRIBUIDORA INTERNACIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">293200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">321600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0165940000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|A GLOBAL FLEXIBLE P SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">633930.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">619191.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1600120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">9.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1698642.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1600120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">9.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1698642.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">522261.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">496359.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">522261.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">496359.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6243292.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">38.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">8727307.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">56.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000571218</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|5,500|2029-04-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">546665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0011883966</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO FRANC&#201;S|2,500|2030-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">495750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">491925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0013286192</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|0,750|2028-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">481530.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2015870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">12.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">424249.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">422570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">846819.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2862689.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">17.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0128537240</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|FRENCH DISCOUNT T BI|2025-09-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">198550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0128838473</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|FRENCH DISCOUNT T BI|2025-08-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">198702.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US912797QX89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO USA|3,650|2026-06-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">623018.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">397252.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">21.62</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">397252.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0005140008</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">377550.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">118407.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">120100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JE00BN574F90</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0009432491</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.93</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">286476.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">213840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0003789063</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000SAFH001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3659000008</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2653978598</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GOLDMAN SACHS GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">588350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">538250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0003874915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ARSEUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">149654.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">157734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0303692047</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|EDAG ENGINEERING GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">26800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2675744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">16.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2886844.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">18.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2675744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">16.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2886844.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">18.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1144806145</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVCGAESCO EURO SMALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">694958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">679577.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1144807119</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVC GAESCO RET ABSOLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">632671.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">606605.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1081926.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">961618.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00B2QWCY14</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES S&#38;P SMALL CAP 600 ETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">26146.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">23426.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1598689153</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LYXOR ETF MSCI EMU SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25479.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1598690169</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LYXOR ETF MSCI EMU VALUE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">28767.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25990.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES STOXX EUROPE 600 DE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">26370.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24273.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0006289390</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARE DJ INDUSTRIAL AVRG DE E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">49188.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">44658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3027630007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NOMURA TOPIX EXCHANGE TRADED</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23364.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">21547.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US4642872752</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES S&#38;P GLOBAL TELCOMM ETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">27337.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US4642872919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES SP GLOBAL TECHNOLOGY S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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IpmQEhmzQ/1gkbN+t4VHh4eLdu3aTpwYMH+/j43Lt3LyMjY968eWJWxwMjIiLc3Nw0l//111/CP+QzPTJ2dnb7ntC8efP09PTatWvr7pJRSM9LL710+wk1a9YUs9JyGxsbsURz/cKWyy4iVrh165a8XEw3btxYdZ3x48cvW7ZMT5Wxt7f39PS8cuUKBx4qo0jC9uzHWgqLq9s0VEbR8fr0U6Ey4v/B3MekOG7cuGGzJkTzM3Vcv0moidaHxMbGWllZnTt3Tpq9c+dOo0aNpIoQMZGUlKT7lMylS5c0vUEgNEXzN/7gwYNWTzh06NAHH3zg4eEhLbG2tj5y5Ijm9nfu3NmzZ09p2tHRcdeuXfLZHVlr1M76aF0uu4jaCvL5IXmdlJQU8aql96rIWhmx8qRJkxo0aFC9enUXFxfd7xUqA0bHNK/PUBYd+Xx5MCqj9G5/BeJ3kcauLNLT099av1HzM3XdsFmrmAqBECbx/fffy0uEMcyePVuuldFxAWjfvn3vvvuu1j9lZmYuWLBAPtOjSXx8vHAdsbd2dnZRT2jRooXman379t22bZs0vXXrVvk0T+mdlRH4+/tL1T9FnpWRSU1NnT59evfu3VEZUBJv2jvjK7oT+W00KqPQNA9aJ6lMTEwMjV1xzP/iS7UPtPyGLwN3fq255o4dO+rXr3/q1CnVhZUqVdKzVqZTp07Hjx8v7K/isRYWFoX9VRjSqlWrHmtUz6iSkpJSvnx51XMhYla6K2rIkCHr16/X3Gxhy2UXESuo1cpolgY/ePCgSZMmN2/e1F9lHj+pN9LxelEZMDpych5WrNECWdGdGnXanYk9j8ooMZVDtkgqs3btWtq74khMSpoUulGu/BWfptfGTUIs1FZbunRpw4YNNS8PCUGZN2+edFZmzpw5Xbp00fpzfvDgwc6dO6s9duDAgbGxsTk5Obdu3fLw8NCslZEIDw9v1qyZdJZItXpGcw/HjBmjusTNzU0qZImLi6tTp47YjhCIixcvyqW7hS2Xd17snqWl5d69e8UbEhUVJablK2uqL3Dr1q0uLi5FqoyDg0N0dLR4o9LS0ry9ve3t7VEZUAw/njqHqegTu9a9L/12BZVRYsYFLJJshhs0lEh2dnZIROSc//nKZ/uOL7/br7XXFs36D+mzTkhI6NOnT/UnvPPOO1evXtX6cy5+toUxqG0zMjLyjTfeqFSpkrW19cSJE7Xezy92xtbWVhiArERy9Yzami1btjx69KjqEjHbqlUraVqIiNR/TIsWLeQamsKWq+58RESE8Kfnn39e/Ct2WPPMjaCgoKBDhw5F1sqInZf60RFK5OTklJiYiMqAYghcsRFN0TNOwyZfuX4TlVFc3lq2km5/Qes1GgBUxhQYMGQKjqJ/5vp+jsooLg3X/HeU7LCwMJo8AKAypkbdRp0RlKfKzrBIVEZxIxhIKrNkyRKaPACgMiYFQy8Vb0yD4z+eRmWUlWn+/pLNaL27FQAAlVEqO77+FjUpRmyado+/nIDKKCgui5ZIKqNWegkAgMooGzrHK3Yceo1IuHYTlVFKegWukFRm06ZNNHwAQGVMh9Yd3kdKip1pXp+gMkpJ25VrJJUJCAig4QMAKmMiZGVll6/yOkZSkmzY9BUqo4hYrf3vTUyCwobvAQBAZRTGke9P4SIlLwGOOXoclTH+VAz5QlaZhIQEmj8AoDKmwJatu3GRkqd+4y7nLvyCyihliGzByZMnaf4KIj8///jJU8Eb/ydk8/ZzcRe0//D8u+NamWvXrvXv37/GE8SEmDXgYw8dOmRtbW1lZXX48GFpyYEDB2xtbbX2R/xYo5tdeXlUVFSzZs0qVKgg/hXTqut37NhRbQuqmypfvnz9+vWdnZ3l8Qp0bzA5OXnkyJF169atVq1ajx49Dh48WNhOat1yYd0EF7aHmjsfHBwsjxKlypAhQ0JCQgrbvjxbs2bNfv36yf8VKezllPC9RWUUhq//KkTEIHnT3um3q9dRGSOP68LFksqo9u8ORk52drbfolUN2o34j/UAkdft3ZcGbdA6LPZjbX34durUae7cufLI2GK20P+FP/1jpV/HiIgIacQlsVd2dnZiVv+nePxkoCVLS0txTGZmZu7du1dMnz9/Xl6/d+/eO3bs0CoK4t9Hjx5duXIlICBAyNbZs2eL3GDPnj1nzJiRkpIi/hQdHe3g4FDYTmrdsj5dJKvuoebO5+Tk1KtXT22MejErtEn8qbDty8vv3r07f/58+YMo7OXI6xfvvUVlFMYkzwVYiKEyZpwXKmPk6RO4XFKZ0NBQmr9SWL46tMLLgySPkVLttSFfbPtaT1eoXLmyniNjF+OxauNgBwUFOTo66vMzr4qzs7Pa6Naqw0ZevHixSZMm8mmewoaEXLhw4fvvv1/kBi0sLIochkzHlp9WZbTuvGiA06ZNU33Ihx9+6Ofnp2P7qsvFJ1KpUiXdL0dev3jvLSqjMBiywLBZHrQBlTHmdFixWlKZRYsW0fyVckpmwMiPVT1GyoRpfnq6wuDBg318fO7du5eRkTFv3jwxq79nFPlY1XGw09PTa9euHR8f/7QqY2Njc+vWLXlWTDdu3Fh1/fHjx0sDaOtQmatXr9aqVavIDdrb23t6el65ckX/nVTd8tOqjNadT0tLE2+UeFelhWJCzN69e1cflRFvsvggOnTooPvlyOsX771FZRTGm/bO+Idh893BI6iM0cZmTYhc+csQ2Yrgxo0bNh1cNVXGcfA0rbehaf4W3rlzp1GjRlKlhZhISkrS3zOKfKzqONgffPCBh4eHtMTa2vrIkSNan0KzEOSFF154+PChvI58jkfepZSUFPHs0ustTGUePHhQvnz5IjcoNjVp0qQGDRpUr17dxcVF67uhY8tPWytT2M6LfZCHEFm8ePGUKVN0b191ier1qcJeTgnfW1RGYdi8+jbyYdjUqNPuTOx5VMY4Uzlki6wy4v+afAMYP+J/4W8NnKqpMq6T5mstl9H8cXV0dJw9e7Zc76LjAlBJHhsfH1+7dm2xt3Z2dlFPaNGihaHOygj8/f29vLx0n5WxtLQscoMyqamp06dP7969uz5nZeQtF+OsjNadT0hIaNiw4aMniAn5tIruszIFBQViza5du+7evVv3y9H/rIzW3UNlFAbmURpp2b7/5YRrqIxx5mO//97E9NNPP/ENoAh8A4LKNRqo6jEVXh60fPVGPXWkUqVKxa6V0f+xwnJWrVr1WKN6Rh+VGTJkiFo9h3yPj7z+gwcPmjRpcvPmzcJUJiAgYODAgUVuUBXx0iwsLIrcSdUtF09lNHf+n/KGAQO2bdu2devWQYMG6X5/1JYnJibWrVtX/ly0vhx5/eK9t6iMkkhOSUM7SilOwyZfuX4TlTHmQSX37dvHl4AiSElJ8Zj5mVz5W6Xp4Nm+gdnZ2XrqSKdOnebNmyedWZkzZ06XLl0KW1P/x6oRHh7erFkz6SyRavWMnioTGxtraWm5d+9eYUtRUVFiWr7/WXV98avv4uKiJgriSa9evSps46WXXhLbKXKDDg4O0dHR4uWkpaV5e3vb29sXtpNat1w8ldHcecGJEyfatGnTunVr1Z4R9FGZx09qmIKDg3W8HHn94r23qIySOHf+Es5Revl04UpUxgjjvnCRpDJbtmzhS0ApCHHZ+MVOn4BVfovX/s/OPVp7bSmshiMhIaFPnz7Vn/DOO+/IFxZV13nax6oidsbW1lb8oEqzqtUzeqqMICIiQjjQ888/L/5V7SlAdf2CgoIOHTqolY8899xz9erVc3Z2lu8x1r1BsXs9evSoWrWq+FF3cnJKTEws7J3UuuVi1Mpo3XnZFDt37qzjQyzsFNSBAwfatm2r4+Worl+M9xaVURL7o48hHKWanWGRqIyxZcz/dS0jVx2CmV5e/w8/VaDzCOEtUAR09VvasajZ6uTpn1EZo4rLoiVy5W9hFykAAFAZZUBXv2UQm6bd4y8noDLGkwFLljKoJACgMiYCXf2WTXr1H61ZAoxSGIPKaC0UAABAZRTD4OGeeEbZxGv2Z6iMkcRx6QpZZdQGggEAQGUURleH4UhGmWXL1p2ojDHkrWUrZZWRx9cFAEBlFAld/ZZlnq9qd+SHk6jMM0/X5UGyysTFxfE9AACoDCpD9E39xl3i4i+jMs82rVeuRWUAAJUxEd7q5YpelHG6Ogz77ep1VMZIVOb48eN8DwAAKoPKkKfLuMmzUJlnmKarg2WVOXr0KN8DiiA/P//csWNHtm8/8tVXv5w9q/2Hp5D+Z3X0Sytz+PDh3r17V6tWrV69emPHjr17967u5TKHDh2ytra2srISa0pLDhw4YGtrq7U/4seFjJag2b/tf7ShurxmzZr9+vVTK/YSz9ukSRPVJcnJySNHjqxbt654CT169Dh48CDHEiqDyhDDJGjtRpTiWcVmTYisMjExMXwPGD+ZmZn7goKSJk586OYmct3D47uQEP1dQfdyiW7dukVERKSlpaWmpk6cOFFYgu7lMs2aNYuKihLrSCMu5eXl2dnZidlCfx31GPhJx1/lWSFV8+fP79Spk/ynEydOvPYE1SGNevbsOWPGjJSUFPEeRkdHOzg4cDihMqgMMUzavG7fqOPIVwZ+aDXVz2LZevSiLNNwzQZZZcLDw/keMH4OhIb+5e4ueYyUjLFjj+zcaUCVUeX+/fvVqlXTc7naONhBQUGOjo76q0mxVUban0qVKsmzEyZMWLhwYUBAgFAueaGFhUVWVhaHECqDyhADp1zlV08Oc+3TxVUa5lfkxRbDGr0zqeGEedUWr0E1UBlQJTs7+0cfH1WPkXJo0aJSUhlxVHTr1k3P5arjYKenp9euXTs+Pr4MVEY817x58zp06CDNCpd66aWXbj+hZs2aYlZabm9v7+npeeXKFQ4kVMZkGTbyI8Si7NOvQ2/xRbxw0FhZZVRj0XSwtcO4Ru6za/ouQztK+wLT9u3b+R4wcm7cuJEwebKmysTOmiV+zg2uMrGxsVZWVufOndNzueo42B988IGHh4e0xNra+siRI3qqjI6xpjVnZerVqyf38bhz586ePXtK046Ojrt27ZKmU1JSJk2a1KBBg+rVq7u4uCQlJXFEoTKmxpjx3ohFGadS9eaJo0aLL+J9oyZoVRnVVHzFyaq7u43LjNpzPy8XsgULMfgdTFu2bOF7wMjJzMw8PXeupsocCQjIz883rMoI+RAW8v333+u5XJX4+PjatWsLu7Kzs4t6QosWLUrprExBQcGVK1e6du26e/duaXnfvn23bdsmTW/dulWzpic1NXX69Ondu3fniEJlUBlS0kx5+z3pi/jauPFFqoxqytsMrPvmKJshH9WbubDCGqqGDaMymzZt4nvA+PluzZoH//aY++7uBwvR0GKrzI4dO+rXr3/q1Ck9l6vh6Oi4atWqxxrVM6V0gUmQmJhYt27d+/fvp6SklC9fXvWEjZgVC9U2Jda0sLDgcEJlUBlSotSq1+7u6DHSd7H4aq7y8sCnshk55RoNrN3e1eZdD6upfi8EhWInxR64AJVRBGmpqdFLltwbO1ZqO2njxu1buTI7O7uEKqO6ZOnSpQ0bNrx06ZLaOoUtVyM8PLxZs2Z5eXmP/109U6oqIxg8eHBwcLDYyTFjxqgud3NzW7ZsmZhwcHCIjo7OyMhIS0vz9va2t7fncEJlUBlSogT2G6z6P0vVyt+S5J+q4b6Traf4UDWsTxyWruQCk+LIyck5Fh5+ODT08MaNP373nSQNmr/6WitOdCwvbB2BdONPYctVyc3NtbW1FcYgzapWz+izk09bK6M6e+DAgbZt27Zs2VKthyQx26pVK2lnevToUbVqVUtLSycnJ4aCR2VMkGlen6EXZZYmL3dSu9j/2aBxBlEZ1VSzG9qw54RG7rNf/Gwl1qI1A5Ys5Q4mePw09zQBKgPGi6//KgyjzPKN03A1ldk3bqrBVUZL1fCoj6kaVs2gJYGoDACgMqgMebrYt3LQvAUjYdyEUlUZ1VR4eVD9LmNshnxUd9bC8uvMWmvGLFzMwAUAgMqgMuQpUr7K62eHj9RUmb/c3Ss0HlRmNqNeNTxwqnlWDbsvXCSrzA8//MD3AACgMgomeMNXeEYZxKVLP02PkeLQyaXsVUYttdq4NOo/xXqKj5kMoTDN319Wmbi4OL4HAACVUTDHTpzFM0o7VWu2lPrE05oFA8Y+c5VRrxruNbHRuDkmXDXs9emnsspcuHCB7wEAQGUUTHJKGqpR2pnlOKAwjxHZ7TrBqFRGbQgFq7fG2Yz62MSGUPBVQe73HQAAlVEqVWq1xjZKL/Wt2t//vz7xtObXscarMlqqhl1mKL1quPyGL1VVhm42AACVUTztOw9COEovIe8N1eExUv/rilAZLUMoDJxaf4a/4oZQqBW8UVVlMjIy+BIAAFRG2TA4dunFrmlX3R4jpVtHF8XZjFrV8D9DKHj4KqJq+LVVwaoqo9lzKxgneXl5e/fuW7ZibdDq9TGHjmgdSDImJkbq2bZevXqjR4+WByHS2ouuGgUFBR9//PGLT/D29haz0vLDhw/37t27WrVqYptjx469e/eu2gMPHTpkbW1tZWUl1pSWHDhwwNbWNjc3t7DnioqKatasWYUKFcS/Yvr/fzj/jypVqjg4OMijJege6+DcuXN9+/YVe1ijRo3u3bvv379fdU2xJ02aNFF7+LffftuqVauKFSs2b958586dmtvUsYcdO3bUuieF9VmcnJw8cuTIunXrij0Un87BgwdRGTA883xX4BylkXKVX40ZMkIflZn1rpuiVUZtCIWGvSY2nDDPaIdQsF8WpKoyfAMogszMzLnz/atZ/vdqeD2bNxcuWqbpCm+//fY333yTlJR0//79Tz75RNhAYT//mgQHB7dt2/b6E8TEhg0bpOXdunWLiIhIS0tLTU2dOHGi5ojT0o+9WEcacUkol52dnZgt7Ini4uIsLS0jIyPFi9q7d6+YPn/+vNoeij/5+/u3a9euSJWRhuNes2aNeNUZGRlHjhzp1auXvNqJEydee8LJkydVd0A8ZM+ePeJZLl686OzsrLZN3XsoxG7Hjh1aVUbr6+3Zs+eMGTOEVoqtRUdHq30oqAwYhh1ff4t2lEYc2zrq4zEiX48YbzIqo1Y1bO0wrtEYb6OqGnZe/LnsMeLXgm8ARbD485Xlq7yu2r4qv9giZIOu8bOysrIqV66sv8p06tRp37590rSY6NKli+Y6wpCqVaumtlBtHOygoCBHR0cdTyTUQZiHPLt69eqhQ4dq7qHYf3lgbR0qI7YWGBhY2HNNmDBh4cKFAQEBQsLkhUOGDFm3bp2Wn22VberYQ2E/TZo0kT2ySJWxsLBQ7rlPVEYxnPn5Itph8FSq3vyy62g9VeYXhVT+lnAIhQbd3GxcZjzzIRQ8/ANklRHf0XwDKOKUTJ/+rpqtzG3cNK2XmQR//fWX+AlXO4OiW2WEo6SlpUnTf/zxR40aNTTXCQ8P79atm9pC1XGw09PTa9euHR8fr+OJbGxsbt26Jc+K6caNG6vtoXAmsf9du3YtUmUsLS0LuwtP2NVLL710+wk1a9YUs/IOiCU6VKbIPRw/frw07LY+KmNvb+/p6XnlyhVUBkqRjHuZmIfB427fX0+PUWjlrwGqhod8VPZVwxU2fKF6dUn1PDkYLeKn2qZpVy0nPvsM11q1LRVqCKVQ+/nUrTLlypV79OiRNC0mnnvuObUVYmNjrayszp07p7ZcdRzsDz74wMPDQ1pibW195MgRzSd64YUXZKuQhEP17ItquczPP/9cpMqI/czJyVF7uDS7c+fOnj17StOOjo67du3SugOa29S9h+LflJSURo0aSW9+kbUyYuVJkyY1aNCgevXqLi4uSUlJqAyUCrUadEQ+DJjqlq3v6rwB2/Qqf0syhIJlW9d/qobLZAiF+mtDVVVGrtMEEzsrIx6yYMECtTMoJTkrI6RE2Mn333+vYwtS2Up6erqdnV3UE1q0aFG8szIPHjxYunRp9+7di3FWRv5T3759t23bJk1v3bpVPkdV8rMyAn9/fy8vL33OysikpqZOnz5dflGoDBiYrg7D8Q8Dxr+P01N5jIjnO27mqTKaVcON+k5uOGl+KVUNt125RlVl5DtEwMj5bOHScpVfVW1lFas3X7tug24BsrCw0F9ldNTK7Nixo379+qdOndK9k46OjqtWrXqsUT2jxpAhQ9QqUTQLb6VrZJUqVSpSZZycnJYvX675p5SUlPLly6ueIxGz0i1dYgfWr1+vQ2X02UMhW02aNLl586b+KiNdOFP7UFAZMBjjJs/FPwyVRo06Pq3HiHxlopW/JRxC4Z+qYffZBhxCoU/gclWVkf8XDkbO3bt3vT72qfxiC6mV1azffoHvQvnCiszAgQNjY2PF8lu3bnl4eBRZK6O6ZN26dVrvYFq6dGnDhg2LtN7w8PBmzZrl5eU9/nf1jOaaYg8tLS337t0rZCsqKkpMyxetVEVhxYoVbdq0KXLPpduRQkJChKZkZ2fHxMRIfxK7PWbMGNWHuLm5SQUu4iF16tQROyzE4uLFi5pFx/rsoXSmx8XFpUiVcXBwiI6OzsjIEM3N29vb3t4elYFSYVFgCApiqGwdOLwYKnPOfQLuortq2Kq7u82oj0tYNTxm4WLZYwICAmj7CiI3N3fn17sXLVm5JDBo7959Wi8tRUZGvvHGG5UqVbK2tp44cWJ6err8K6tZw6H261tQUDBz5swaT5g1a5bcr4xmCYjm/Thi32xtbcUPtjSrWj2j9bVEREQI3Xn++efFv2KfVfdHQryELl26yGOdau6/6p7/9NNPQhcsLCxq1qzZo0cP6Ulbtmx59OhR1ScVs61atZKmhaBI/cq0aNFCrqFR3aaOPVR9xzp06FBkrYx4N6TOfoQSOTk5Kat/bVRGSYRHxqAgBknH5m8Vw2NE7o0di6/oP4RCvU5jbIZ8VHfWwqetGvb285NVRvxHlrZv5uhzTQTM+gjhLVAQl3+9hoUYpE+8k8Nci6cyIm3bDUdTilE1XLu9q83AqfpUDVdZv0X16pLq/zUBAFAZxWPz6tu4SAnzfofexfYYKn8NNYRCo76Traf4VPl8nabKNF39ryELfvrpJxo+AKAypsMkzwW4SAn7xEscNbokKkPlr8Grhhv2mtho3By5arjz8lWqKlNYx2IAAKiMIgnbsx8dKUmmvv1+STxG5BSVv6U5hIJVd/fhHy9QVRnN+18AAFAZBZNxL1NtiBOif2rVa3f/KfvE08yf7lT+lm5VzZy5PrLH6Bi2BgAAlVEqdJRX7Kzs71xCj5HyaquhOEcp5eWOI1VPyWzfvp0mDwCojKnh678KKSlGXrPtbBCPEZncewzOUUpx8/DdvHnzypUrJZWRuwABAEBlTIcfT53DS4qRyMEuhlKZzcOp/C2tTJ85V5KYzz//PDQ09Ndff6XJAwAqY4LUqNMeNXmqvN3G0VAeQ+Vv6aVh+xGqV5f8/Pxyc3Np78oiLy/vxIkT+w9EH4iOPnPmrNbefjX785UoKCj4+OOPX3yCt7e33JOvKteuXevfv7/U26+YELNq29S6ZcGhQ4esra2trKzk0UkPHDhga2ur4xiLiopq1qxZhQoVxL9iWusTqXbsK1GzZs1+/folJCTo3o4gOTl55MiRdevWrVatWo8ePQ4ePMjxg8qYEcNGfoSd6J/yVV4/7zLSgCpD5W8pxXHQZFWV+fLLL2nsyuLPPzP2hEdc+OXy1Ru3RGLPX9wTHl7YPWiawhEcHKx1fCVVOnXqNHfu3IwnzJ49W8wWtjU1JI2IiIiQRlwSymVnZydmC1s/Li7O0tIyMjIyMzNz7969Yvr8+fM69l+evXv37vz58+Ud07Gdnj17zpgxIyUlRfwpOjrawcGBQwiVMSNCN3+NoOgfly79DOgxUqzshmAeBs/U6bNVVSY2NpbGriwiIiOvXL8peYyUS79dPXAgWk+V0THqtUzlypXv378vTQsDELN6qozaONhBQUGOjo461nd2dlYbd1oe0FG3yjx+MrK0PFy2ju1YWFhoDhQFqIy5cPtOMoKiZ6rWbJk8crTBVWZcr9GYh2FTt/Vw338jfqho7ApCfF4xh46oeoyUb/d9V9hlJrUl1apVk0dB/+OPP2rUqKH5qMGDB/v4+Ny7dy8jI2PevHliVt5arVq1hNk0b9585cqVf//9t9oDVcfBTk9Pr127dnx8vI6XY2Njc+vWLXlWTDdu3FgflREbFzvWoUOHIrdjb2/v6el55coVDh5Uxkx5rVUfNEWfzO01yOAeIxI8dBzyYdjYvztR1WM2bdpEM1cWN27cOPHjKU2VOXT4qNAOfVSmXLlyjx49kqbFxHPPPaf5qDt37jRq1EiqShETSUlJqn99+PDhmTNnunTpMm3aNLUHqo6D/cEHH3h4eEhLrK2tjxw5ovUsjtia6pal0zk6VEamXr16ci/VOraTkpIyadKkBg0aVK9e3cXFRe21ACpj+nh5L0ZTikx9q/Yl7xNPa066Uflr4EzynKWqMsePH6eZc1ZG81GOjo6zZ8+Wa2W0XiRKTEzU+liJ+Pj42rVrp6en29nZRT2hRYsWhjorU1BQcOXKla5du+7evVvP7QhSU1OnT5/evXt3jiJUxrzYH30MUykym98fWhoeI/LHWM7KGDI1XndWu7okfmlo5oqjDGplKlWqpLVWRpXbt2/XrVu3sJ0U9rNq1arHGtUzagwZMkStxsXZ2VmfC0ySS4kdkPazyO1IiJUtLCw4hFAZ8yIn5yG3ZOtOi9e6lZLHUPlr8LzZZ7yqxwQHB9PGlUgJ72Bat26d1juYVNcUujNv3jzprMycOXNk3XnvvffOnDmTnZ196dIlISuenp5anzQ8PLxZs2Z5eXmP/109o7lmbGyspaXl3r17hTBFRUWJ6XPnzumpMo+f1PRIh7GO7Tg4OERHR4sXkpaW5u3tbW9vzyGEypgd07w+w1cKS7nKr34/1LVUVYbKXwPGffJMVZWRe/4AxfFU/cqo9QFTUFAwc+ZMqc+YWbNmyf3KqK6TkJDQp0+f6k945513rl69Ki2PjIx84403Kleu/Morr8ydO1erP+Xm5tra2spdSKtWz2g/yRQRIXTn+eefF/+K7etWMbXZAwcOCBvTvR2xAz169KhatarwGycnp8TERI4fVMbsuPzrNZSlsPRp36tUPUZk9RB6lzFMKjcZrHZ1KTk5mQYOOs7fAKAypoNj3zFYi2YqVW9+2XV0aavMD2Oo/DVM2jqOVfWYFStW0LQBAJUxF8L27EdcNDOh+7ul7TEiSVT+Giiu46arqsz+/ftp2gCAypgLeXl/W71ij7uo5qU6be6Wzg3Ymqnz6mBEpISp8PKgefMXqKoMFQMAgMqYF77+q9AX1fj3cSobjxFxcRiFixj23qUlS5bQqAEAlTEvklPSyld5HYOR8nLjTmXmMSIrhnCNqUQp12ig2rhLmveJAACgMqbP4OGeSIyUHYOGl6XKUPlbwrR2cFe7d0m+txYAAJUxI2IOn0RiRDo2f6ssPUbk1rjx6IgBT8kEBARIfZcBAKAyZgejS5av8vrJYa5lrDIiLzVxQkqKl5Zvu6mdkuHeJQBAZcyX1eu2mbnKOL35Ttl7jMjA7iOREoOMH+nn58e4SwCAypgvGfcyK9ZoYbYeY/Fii8RRo5+JygQ60edvcfJa19Fqp2TCw8NpyACAypg1kzwXmK3KTO8x4Jl4jMih0VT+ckoGAFAZMATnzl8yT4+pVa/d/bLqE08zN8ZS+WuAUzK7d++mCQMAKgOPx4z3NkOVWfuu87PyGCp/i5cxE70YPxIAUBnQwu07yeZWMfOabedn6zEi/buNwE70j00HVzWP2bFjB40XAFAZ+C/mNo7Bd84jnrnKLBxE5S+nZAAAlQEDkZWVXbdRZzPxmLfbOD5zjxHZN4rKX33TsP0ITskAACoDRbBl624z6RPvsutoY1CZa/T5q3eGuX2kpjI3btygzQIAKgP/Ii/v79Yd3jd5lRnVtZ8xeIzIAze3Ki8PRFOKTN3Ww9U8ZsuWLTRYAEBlQAtHvj9l2h5TtWbL5JGjjURlRPp0ccVUOCUDAKgMGJL+gyaasMos6D3IeDyGyl99Ur+Ni5rHbNq0iXYKAKgMFMqVqzfLV3ndJD3GyrrDM+wTj8rfYqS8zcApH3qrqcyvv/5KOwUAVAZ04fGRn0mqzNaBw43KY0QS6PNXZ3o5TVHzmODgYFooAKAyUAQZ9zJr1GlvYh7T5nV7Y/MYkb/c3Ss0HoSyaI1VOxcfnwWckgEAVAaKQ+CKjabkMeUqv/r9UFcjVBkRh04uWIvWS0seH81W85iQkBDaJgCgMqAXeXl/2zbraTIq069Db+P0GJEFA6j81evSkr+/f2pqKm0TAFAZ0JcfT50zjfrfStWbX3UdZbQqs9uVyl8twy1pXlo6efIkrRIAUBl4OhYFhpiAykzo/q7RegyVv5qp8PKgaV5z1DwmNDQ0Pz+fJgkAqAw8NX3eG6toj6lVr91dI7sBm8pf3enr7KF5aSktLY3GCACoDBSH5JQ0RQ8zuajvYGP2GCndOlL5+/+Xlnw14NISAKAyUCJiDp9UqMe83LiT8XuMyKx33ZCYwi4tbdmyhUtLAIDKQEnxnheoRJX5xmm4IlTm6xGUy/yT94Z7qnlMQEBARkYGDRAAUBkoKXl5f79p76wsj+nc4m1FeIzIL2O5iWlA086jNC8tnT59mtYHAKgMGIYbN+9Ur91OKR5TvsrrZ4ePVIrK3Hd3N3OPqfiK0/SZczUvLdHuAACVAUMStme/UlRmaKd3lOIxVP6KDBgxlUtLAIDKQFkwyXOB8XuMxYstEkeNVpbKmHPlb/PuYzQvLcXGxtLcAACVAcOTk/Owebt+Rq4ysxwHKMtjRL4y18rflzuO1OzYd/v27bQ1AEBloLS4GJ9gUbOV0XpMnfrt7ht3n3hac87dHCt/rdq5zJnro+YxixYtyszMpKEBACoDpUjYnv3PWbxmnCqz9l1nxXmMyL2xZjeoZK3mQ71mzdO8tBQXF0cTAwBUBkqd4A1fGaHH2DXtqkSPkdK23XDz8ZgqTQdPnT5b02PCwsJoXACAykAZsWzlZqPymHKVX/3OeYRyVcbzHTfz6dV3yofemh7z5Zdf0rEvAKAyUKZ8NPMz41GZt9s4KtdjzKfyt1yjge6TZ2p6TGhoaG5uLm0KAFAZKGtGuc8wBo+pUM3usutoRauMOVT+Co9xHj1N02NWr16dlZVFawIAVAaeDX3fd3/mKjOqaz9Fe4yZVP72dfbQ9JjAwMD09HTaEQCgMvDMyMv726H3iGfoMVVrtryrwBuwNfNqq6Em7DH2707U9JiAgIDU1FQaEQCgMvDsbaZ1h/7PSmUW9B5kAh4jMrn3GFP1mLaOYzU9xs/PLzExkeYDAKgMGAVZWdnN2vQpe4+xsu5gGh4jsnm4aVb+2nUbo9mlr/CYS5cu0XAAAJUB47KZhk26lbHKbB043GRU5pQpVv42bD9Cs0tfwenTp2kyAIDKgNGR9Htqg5e7lJnHtLfrbjIeI/Knu6lV/tZtPdx7znxNjzl8+DCNBQBQGTBem6ln06ls+sQ7OczVlFTGxCp/X+s6Wuv5mMjISJoJAKAyYNSkp2e0aFfqdTP9OvQ2MY8xpcpfrfcrCXbt2kWXvgCAyoACyM5+4NBraOl5TKXqzRNHjTY9lQkeOk7pElPeZuAg1w+1esymTZvo0hcAUBlQDFlZWSNGTSlX+dXSUJkpb79neh4jctJtgtLHiRw35WOtHhMcHJyTk0O7AABUBhRmMx9+NLvyiy0M6zG16rUzjT7xNPPH2HGKLvKdPnOuVo/ZsWMH52MAAJUBRSJ+wJYuC6rVoL0BVSaw32CT9BgpVnZDTKnIl/uVAACVAcWTn5+/Z0+ErV13g3hMk5c7mbDHiIzrNdpkinz9/f0vXLhAEwAAVAZMgTNnznbq9l7JVeYbp+GmrTLKqvzVUeQbGBh4+/ZtjnwAQGXAdLhx48bgoWNLUghs38rBtD1GWZW/uot8MzMzOeYBAJUBUyM9Pb3YhcDlq7x+dvhIk1eZJIVU/lLkCwCoDJgp4kdu+YrVNk27Pq3KuHTpZ/IeI6XOq4Mp8gUAQGXAeMnPz9+/f3//90dUrN5cT4+pWrOlSfaJpzUuDqOMVmIqNxn83nBPinwBAJUBeBwbG+s10/u1Fg76qMwsxwFm4jEiK4YY6TWm1g7uH3vPo8gXAFAZgP9y48aNJUuWOA93r1KzpQ6PqW/V/r6J9omnNT+MMbrK31rNh7pPnulbCBT5AgAqA+ZLRkbGli1bvGfPaf1GoSNQhrw31Hw8xtgqf8vbDHQYMNnHZ0FhHkORLwCgMgCPz549u2jRojHuU2rUaaPmMXZNu5qVxxhV5a9tp5HTvOYUJjFLliyJjY3l6AUAVAbgHzIzM8X/7+fMmdfZ/n257xkxETNkhBmqjPNbI5+txFR7bYjz6Gm+hRMeHp6dnc1xCwCoDMC/uHTpUmBg4LgJHnUbdhQq49jW0Qw9RiTQaeyzkphyjQa+2We895z5hUnM6tWrExMTOVYBAJUB0E5OTo74H7+PzwKHXoMvuo42T5U5NPrZVP5atXOZ4PFxYRLj7+//ww8/5Ofnc5QCACoDUAQ3btxYsWLF5/PnH5s69S93d3NTmRtjx5exxFR8xamvs4eO8t5t27ZlZGRwZAIAKgOgL7m5udHR0X5+fuYpNC81cSqze5Ta9xzrNWteYRKzbNmyS5cucUACACoDUBxu374dHBwsflC/Wr/erIRmYPeRZVDb6zhocmG93gmER+7fvz8nJ4fjEABQGYDik5+ff/z48WXLlokfV/M5Q1Oqlb9W7VwGj/pQx+UkQWhoaFJSEocfAKAyAIYhKytr//79/v7+ZiI0B0aNL427k5p3H6OjsFdi0aJFp0+fprwXAFAZgNIVmkU+PpEzZtyeMMEkVebauPGGHQaya78JOgpi5HuUoqKixJvMkQYAqAxAGQmNIGT27FOenv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<iic-com:OperativaDerivadosPosiciones>
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</iic-fim:InversionesFinancierasFIM>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 14.892.447,19 euros que supone el 92,36% 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 418,94 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el semestre hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 50%, y hemos mantenido una preferencia por las emisiones gubernamentales en euros.
  
 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 2,23% durante el periodo y en los &#250;ltimos doce meses ha sido del 2,9%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 3,17%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 2,71%.
  
  
 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 3,55% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -3,85%.   La rentabilidad neta de la IIC durante el periodo ha sido del 3,17%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,89%. GVC Gaesco Crossover 50 RVME FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,07% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 3,17%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: BONOS ESTADO ESPA&#209;OL 1,45% 31&#47;10&#47;27, ESTADO ESPA&#209;OL 0,8% 30&#47;7&#47;29, FRANCE 0,75% 25&#47;5&#47;28, FRANCE 1% 25&#47;5&#47;27, GOVT OF FRANCE 2,5% 25&#47;05&#47;30,US TREASURY 0,375% 31&#47;1&#47;26,US TREASURY 0,375% 31&#47;12&#47;25,US TREASURY 0,75% 31&#47;3&#47;26, entre otros. Tambi&#233;n se han vendido los activos siguientes: DEUTSCHE BANK, DISTRIBUIDORA INTERNACIONAL, FRENCH DISCOUNT T BILL 0% 27&#47;8&#47;25, FRENCH DISCOUNT T-BILL 0% 10&#47;9&#47;25, FUTURO AMEFF - MINI IBEX35  (19&#47;09&#47;2025),LETRAS TESORO 0% 4&#47;7&#47;25,LETRAS TESORO 0% 5&#47;9&#47;25,TELEFONICA, entre otros. Se han comprado y vendido futuros sobre Ibex y Dax para la estrategia cuantitativa del fondo.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre mini Ibex, Futuros sobre mini Dax que han proporcionado un resultado global de 4171,77 euros.  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,53%.
  
  
 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 3,66%. En el mismo periodo el indice de referencia ha registrado una volatilidad del 4,32%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 20,9 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover 50 RVME FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,83.
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 0,79 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 con unas tasas de inversi&#243;n en renta variable elevadas, con un claro sesgo value.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC, con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">5.57</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">13.26</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">6.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">6.71</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.77</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">4.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">5.77</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.21</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.15</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
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</iic-com:ContenidoFicheroAdjunto>
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UmL3b26LQpvuxtbGk5Bk8zS06raGg0T067Hh33O8t6qq0ziDuIOwB8N6Rk5I9ZuA8lHhMdHxGcOm09+xcdK8t9xXr9kUVAeOJ83JkvVA17zzD5BXs7Ze45bYz6m7Xbbygv6yziqL/Byqhdf/wfHYRJUFjlDQ0vS0oVLO1e13zgi0bOwhZLoAkQGEJEBj+RjtKDqOyBVHZUSRmIO4g7AHw3BEcmz15n8G9b8wtK7xrbPsA7oMSLuIxuLejPZ9ZaA6HRGoJy6h0zadZ+w6ZsNaa5VlXXCY3WbO0w3l1eUS0xdgOJ4/XffIS9qa0b0ha2tKC2DkOgK3eIeJddVSXNtjkX8XKspb0gkaHt83wU0xr1BOFFJf2nyUDcAQDoiZaWVsVF+7cffzxyxo7elE9Myx0xZesTklPfVqO+vlF0jNYKncuSSjql5VXn7tBRfZ6HJQxW1h0wbqOtW+jfbe7ai0rfT0P8nFepSNaRoA+hcUefWlpbt/gHo3RVUxNvhH0AhYnB0+uam1VcPHgRlBLL3/ITaMV19SDuIO4A8H1Q39CIleF6Pz96hdCb8tl5RSIKWtNXnezDOjQ2NvHLqkuM44bB+2XyFqat/9VHFkjKMdJqYmO0HbNyJ9s4cjKyZebsik959abo3cCIX0j8Qo1zHY9jm51TVFfXmzMOoLCME1NL69+JNdJ3MTJLhm2z0NHjdPhLUTKrps1DALLfRclMlKhpah5IZbf0j3kyIO4AAHwcZB3Lzd2D7PeWll4pV3BWvuCqw/yyuD6sQ1ZuoYCc+qqtV/Oqa0bcw2ucebrvrMkjghPD1i84Mnnr8+ABFDYytOX0rqjuvCk/nzsoHxCe+Ov0bXPWn+p4HDEyk/zhpMaCmm60/lVVdXtE03aESUw+PG26nTP6L0pi8jIrGxsLauv6Z8OBuAMA0BM7DZ52fVHZA8eCIvgemosqaJW9reqrOhia2Y9ZsDf91Rv77Fx+PE16/03ZPdcXU7hz7auampDUmqWkrnLzGfDA/I/NV6Rm6aF835A4jIyq7uEH7QepaWriJ9BZGVntOY/ikkRIzDe1tcZJKcUdLHpqWuZweud3sKhnux4Vp2Bhd+lFbExZWf9vOBB3AAB6Qmr2zptGVr0vvz8wjO+++SClTUjfc14X90kdbhpZ/7nlKkpQ0jJkGVajjv4ldOnRbxTu205ORvZwukVLa2tYcQm/GWWBxnmJsRsiY9MdvSKGT90a8jK5/SAWmdkCRMbD+PduuabZOmMJNGSJYwl0evp7zzNPE1N2B4Z2rYZpUio6gnVbvCQQdxB3APi++X2WXlZurzxheea/0Q97sc0/mO+B2fm7jCETdVOz8vukDk9IzgcvmKGEurf/GLatwF/GmCfEgVT20dCI9Z5+25+H8Irxm1IHzN3JJ622+cgDqrXv5iMfrGmyzHw1ztLhD3ef3OqarMpqlLPGw8cmO2dnYMh0O2eeuFc0Nl54wfWrviMgpGs1LDOzke1f2xf+eEHcAQD4ZmTnFZ37iyEgp97U1Cs5u/wyVpLKWe7ixfcIH52YNeWPY+2OGP1C4ltaWo9eIZz9i/4fanL7mbXBTYqOb+AACnt/UBjfhQd8D8348XQBAg2Dpx0Pi+QVG/GMInHg+sSH5N2nnj0kOB6+aN7xINejYmfZuyBTXYTM5MU4/YVuwZu8eDYi6vLLGJTYHRDaNmmdnvT2bddqMDOyhEmM76X5QNwBAOiev57Z8MuqTf3jI5PWMyur8tsW+FyPjsfg6dxRjmfk52k5izTP+QbH/d3mThIjoxYenTbtzxPz1f/L+qaLhswrDziDKBwZtk1sadkYCztBIuNAUNi92ARGhzH05a5e0izrURQLkTFaQvLqZ29/0JEoWzui7qG5tVWUzBxAZa9w9UYHyanmxi/d7BfEcxswz9H10ouYxpaWbqvhX1C41MXrxxf3TgH2eNjb20+dOlVcXHzhwoVxcXGdSv5bNG0QdwDoh1CtfXkRpXtmtr3rEmeuq5nDIRHb/INL6uv5CXQhImOd3k07d25MopS8Aj4TysLdt/hl1DotQeolJ6+T9U2skSi3tr0XFSAwBlHZXYshcRckMH6jWsjM2T100uYN++/96e6zKyD0flySZWb2UJpFdCn3Raiipb0cx7aysQn1Q1VNTSiHlZGt7fMcJRY7e/i8Lvgxmq+PA2SvXbs2MjKyurr67t27ysrK3ZYBcQeA74L2ke6e4SfSlzh7GMYnIYP6bmxCC7LTCTRxEnP1mafEtpilS0zZGDOKyKYzA9X1JdYdi0959ak12XfWZA/ZfryV/bvhF4bVeMvu/XOV1teLU1jcMaXcopK3VagmIiQmUvOVrt5i5HfzF9W9/ce12elh/ywodcnN/9PNG9VcwcKun3hj73fi/v4Sl5ZKSkqCuAPA98v1x5bn7vQ0RH4y7MXBoAhxMkuKZYMlcP2rxJVzh6pRYgCZjezik8bc2Yqie68NMiJJXH487AlJ9OqTB3jHT63JivNPBQi0TT4BHy3Zyp2QzkitqIgoLp3r6DaSaTWQzObGMiXQx1i+6xvuxCZof3iowIKi/zm6zXNww+D71yrT/ijuV69e1dPTay+DhH7IkCE4HC43NxfEHQC+FQ0NTRp7/qqo7JWvlZPXyXeMbXsosNrdB0ukDaVzkHreiI4r+Wc9pzCJmfy2UvwhYcGe21zT/gkB5+yF7HoplvWwR0Satd+nVnv8dWMhAkPdy783hSfbOG31D7bJyhEkMqbaOs93chtM4+x8HspI/9cwe7Fl5ROtHYfSLBa7eParVab9TtzNzc1nzJhRWflB7JLCwsLjx4+rqKh0KhwVFYUqYWRkBA8eAHxpImLS+WVxJ64Ry95WNzQ29Vx4h/4TU4Z7DwU0vf2XuHgRk9Om2TmTUjI6bVXAszRuEZ5R3TC3jS3Ss0RI3DkqIqa0x8RPdjsz9sJjVUuXut7NQTwfGX0sNJKTmY1+TCx39SqorY0uLe95l+yqahm2DfoJUtnY+MO0dd+L+8OHD5WUlIqLu1m8UFFRISEhAZY7AHwr7D3CFBfuFx+7QUxR+8RVYg8lE9JyMNJqT8g9eSdf5NTT68eZFKuFF55x/dIYk6vaOpJbMfEC5rRDj1ifVOf1O27y7768kW7fy/IWmdmTbBwXO7kjy300x7Y3u5TVN0hSOQMp7B+prftY3K9fvz5u3Lg3b950LVleXn7mzJkFCxaAuAPAt2LVlmsz1pyYs/4UEu7R8/cuUD+re+T+YCXdHSefcBwC1+vdjEnM2nzkwZHL+PiUV0OUN3sGxPRwNCm2ddy/G8V/chyVTt3HPMILEt8P3A/DMxYYknpf4camZqy0mvRfZoYhUb3cxSY7F9O26FTZ2im0dz54m1tb0S4DKKwfqa37YCpkxzmOnTKrqqraMwcNGrRq1arMzEwQdwD4+qzXuyU0WlNotAbD1r+uvhGpuYCMuqiiFkYaN3iiruBojfFLDkkq6wybshUjpbZ0w0Xf4LhFmud6OKBpUioyjXlLPbtlMttuwM2nGHPqoeDw9sxlRCs5fcPE1NxeVru0vEp471VkU1N6F8UU0dDSElxQdCQk4nFCcu+vz97A0JvR8SDufQ+IOwB8UTYeuD8Pd0rn8P3qmnevPaXn7LzygM0LQbdY67yAHA4rgxOQU6da+cnN23PqFlVjz53uremWlpL6ehm2tY5vYA9nPOYZyL//KvbZB3b6CjMLzGPChDOPelPngILCIWSO6B0TeY5dv4qDAeIO4g4A/YUR07Z5PI/+t61FJRVV1XWrt15bon0+O69IUF5DfKz2ntPG3Ra++DJmGN1SlmMbU9qTc0TDiBjRcw8E75l2zHTMyR2AZyg+In10SopRQrIIiYnF05Dt/8PMPQdxBwCgjxGW1yosftvLwoUlb5EJv/Rf4lw/TkjGEOj8BEZzj7MGLTNfiRLooo86h/jYznHBmlGuhET2XIfbMQnjLO1lnlH5TanQfCDuAAB0Q0Fx+bApWz5pF34ZnE9wXLebrkXFjubYrfXw7fkInvmvRYis2Q6unfLPuwXwmVKGnjbsefe7sQknw17MfEQdYc6AFgRxBwCgG2g2flKz9T5pl4S0f/VafjA4vDfvKsOLSviJ9PaVTe385RXMh6eKGJF63v1cZBTqRf6HO0O19oEWBHEHAKA7K9jUdtWWa595kKaWVimmtRCJqWTtiMzqj5Z/UVKGJXTjvcA1KweDpw2/Y9rz7qgLOezkg35AePhHQwuCuAPAD87F++zlOpdKy3sVwU59z+2lG7jj5ss2Xjpzm/aZpw4rKhFuCxI9nGHplvvxKBx51TVa3s+75nu/LsDi6YPvfsQl2SyChZDa8SUbLkCjg7gDwI/PqJk7RBQ0Lz/o1VrKBbizs9fqo4TC/L1Mu+efeWqv/DeLnT1WunrxE+jNn+GApam19bpn8IB7PYk7Ovp4M9ZInbOuPi+h0UHcAeAHJzuvCCuDW77pEkZarWt0pMLit8Mmv39rukLnstBozbGLDygs3Mcvg6up/Vxnh48Tkjb7BS5z9VLg2H/moZjB0WL3zXso4JSTx4enLb4HsgDiDgA/AQ/M7aevPhEVnzVwwsbi0s5TvxPTcjFSqo3/iP7o+Xun/XkcdQbC8lrqbd4ZP5NlLp7IbMenpJknp33moRxfJgk9xPdQgJKaoWzCuHCPCY0O4g4APz7a++9tPMidQYhUOzK283J8V9+XIgqayssPP6O5LtI6LyCrXlPbMHD8Jp1D9/vk7EucPZBB3SeHep6YKfCY0EOBaXbOY4wod01sodFB3AHgx0djzx2OI3fFv+y83fo3Pnhk/EPjf5m8ZeD4jVhpHJ+UqoCcuty83Sh/znqDPpHI5tZWfgIj5mO+c3tJbHZ+J7cEnZCkctZfMTWhu0Gjg7gDwI/P8KlbPQO48wJPXCNdMmRvOfaIZvPuAVZedvjXqdsGK+sOUtLJfV0sPnbD2b9ofXVeQSIDS6ANpnH66oA5BaUYU8q/bX1dUytOZm06dJ9h6w+NDuIOAD84+QUlImO0yiu4XhjvmdpNX31i5MwdMnN2oY+1dQ0iClqxSVkkC+/rjy1RTmvfhROKLi2TpLIfxCcRUtL76phlb6v4zKndTrmJKi0VITFlObZrt99w8AyHdgdxB4AfnBtPLEfNfLfKNCImTVBOg+uzd4xWVXVdfErOL5O3fKHzno+MHmdp37fHrKmt5zOnvanpJtrf/fiksdb2h229BOXUjamu0O4g7gDww1JWXrVA/SxWWu3QxffTB5duuDhj1cnByjoez6O8g2IXa53/QmcfZ2V/JiKqb4/Z3NzC94RYXN/N7MzZ9q46vgHT/jwxc82JuvpGaH0QdwDoA7JyCyurantfvqmp+U1R2Zeu1QO8I1Yad+QKIa+gs0/zVVuv/mVse+QSfs32631+3orGRp83BRJkVlzZ2z4/ON9DfE5FN+tsJamcFyWlIgpacUnZcEOCuANA36Awfy8/N2aF2sELZr0pb0p3lxi7oc+rUV5bJ/qENPrZuzeiZgwPmTm7c/K7iUusve8en5Qqv6z6lmMP+7waV17GYPDc96itX+BSY+6bxeQXdspEJ8ISaHmFZQPHb4S78ZuJe6cAezzs7e2nTp0qLi6+cOHCuLh3/kJLS0uXLl0qLCy8bNmysrIyEHegf+LhHz1YWWee2ul1O24euUz4aPlJy48MUtIRkMUlpL7q25pYvUzEGJMxD8x4r08vGjIv3WfVNDVlV1X75Bfcj02o+Wel0trtNyaiakzYFBSZ3OcX5GZ0nEH4l1r9j7lnGpzVOdheVWOTGImpvPTw+CUH4Yb8xpZ7J3Ffu3ZtZGRkdXX13bt3lZWVeZn6+vp6enpI4tF/AwMDEHfg2xKbnC06Rjs7r0hyvM4ug2ce/lGKi/ZXVtVq7bs3cPymlpYWipXvyBnbk9I+EudTZIymqIKWoJzGhKWHPrUOdU0tPWxdwXSQvG+ONSKaMtzWbL8+YenBqw85t6LjB1M5AyhsLIHu/fpdDPqMVwUxnzJ80dTyCVb4TDuXyy9jvlArCNw1CcjsfIXzamqGkthiY7W199+DG7V/iXs7SMolJSV5aUVFxaSkJJRITExEaRB34NsyecVREXlNrIyamKK2sLzW77N38suqD5uylU9KlWLJdR0eGZuObGE797AeDhIekzpkou5Tiut9c/sF6md3nnqqtf9uLyuwxMUDg6f14H5r9HXjEece8JtRt516KiyvyS+Lc/WLOh76QgIJH5mp4e3Pzvjk8Whk+C9wchck0h1e9TY49UQbR6usV1+oFQTvmLgnZ3bKTCh/O4rEBmXv1+J+9epVZKfz0uLi4rW13JdU6D9KdyoZFRWFKmFkZASNAXwFtA/cExqt8Yfu1U0H7/sExQrJayCNHrfoAFYGl5lT0D49HLf7tpVzcA/HMaG7T1p+lGtsvinlhpaWVlusda6XdZhu62KcmCJKYlY2dj8bZPITKs6EgzWnjd9zXffIg+bmlj/cfPjwNGSzz3V0W+/hu8DRHRXbGxjGyeytyu94HiJCZg2mWWAINGJKRm92Gc2xTa+o/EINIXzb2DY2pVNmUEHR8Cfk7Scew43aT8Xd3Nx8xowZlZWVXcVdQkICLHfgW1FRVYNEfMzCfe05yzZeiohN1zn8YLCybseS+86aPKW49HCoDQcMta+Y22XnIuVdrHl+1ZarKtq99Twub2GXWlE5zso+sfyDWSgRxSW8MW7ph6QDdEdFcxafOe3QZbzPm4Ixlvb4lHQBImOZq6dP/htk9Xu+fjOYyjkUEtHLk061dboTm7DC1QvtdfFFT4Mt1tk5nLZfBiIkZm1z8xdqC9HbxswX8Z0yXXLzB998dvYvOtyr/VHcHz58qKSkVFz8/s0+DMsA/YSwqNTpq050zUfWMU/xi+vqniVwzcnL99nn7nAnq+D2/HXlIUtm7m6P5+/iAfmFxiNBn71OXwBPQ9Z0S5uxn5Ca08t3gPXNLfwEBhLNOQ5u7MysjpvuxyVJUjm24fECjwi3Hfxcs3P5jMkrnjCQrY3B07zy3yBpXuHmjUoOY1igHAyBPt+pV95X3jY0CBGZ2VVVbxsaL0bGCBEZs+y677oaWlpm2LksdPJIrawUIH5BkZW4ZUwIeXdJX1VV7wkMRYlDweGYuyZJ6Xlwr/Y7cb9+/fq4cePevHnTMfPkyZPtL1T19fVB3IFvhfhYLcVF+7vmewbE4FmeKEFPz0SKKU5mTbtuMnadfm1dw+h5ewRkcSIKmjsNnqICjt6RGCk1tV23xcdqixIZIxhWr9uWWb4pLBOUUx86cfPgibrbTzzpoQ7k1Izf2dbcwRk7Z/0P56JstXThN6GsN+XwmVONfLgj/tjHBCTiSGQ3+ga0dBigz6upQR+sMl/JsHvlFOxWdPwvdEteGv1c0PJ+Lkhg0NIyu5a8+jIWXYG5Dq5xZeUKFnZfri0G3jQ2CojkpYMLi7F42gQrR3mOHUbnTEtLK9yr31Lc+T6k28yqKu4ihZKSEhUVFSEhIfQfSTyIO/BNKC2vEhmj5R/6PvhndmV1pzKmSalTbZ1/oVvw4+lTThhuOnSfX1Zt2/HHe84YS8/eXVNbv+PkE1EFbayMGv+EDYMo7Gm2zhHF7xYWCSto/TZzu9z/9oyYtq3bCtQ0NQ2jWYiQmGs8uK9tz0dGX3kZ2761qaV1CsGCz5Qid/oBZsdFnyDuJoGH5kqPqbJs25NhL7oeMKOySo7TK3Ff7up1OPgDPy3D6JZDaBZdSypZO0yzd/mVaXkoJGKhk/uXa47Bt4zveofy0v5vCmXYNoMoHFESUxSnD/dqv7Dc+woQd+A/09DY9G+b6DZ+O04alZRxX//QrP2GTtr8N3cydSMSkUfxSRgC7WZ0fFFdHT7lXfSJ1e4++4PCjoZGYvH033dcRkots2BfZW3988TMAeM2IuteY++dI5fNT9+i8q3YP5RmscjJg5j6zp2WzNzdW489Ck959bvWqW4rE1RQOJRqscDJvbiuDn00SUrdFRDC23QkJEKWY8uHpyGbHXP72SIzDm/l/aO4pMCCwpZ/cQNW1diEfmT05hJNsHZgfGinu+XmT7Zx6piDToFOhPo2Rnom6oEGUtga3l/QKeMvt4yvuwfy0nbZOes8fFEiJ79YavZOuKVB3IGfGt/gOKw0DiOtqrn3zr+VmfrncQE59RmrT6K0/g0ysrtRIqm8AmkiBk8bQmOLk5m6voGibRJZVt8wy971YXzSk4RkJO5Y1eOCcuoKbJsNvoGo8P/0H/JJqWIVNGYzbZtbWy/5h/3p7rPQ0QMZxbxznb9Lt3IOvh0RjenOU3lFQ+M6D5/pds4o3dLSWt/QZJaUqmTlwNs61tJBnMJGJ8WYkPmfksMKS3p5EUQ7vPNEWq/q2f3zPJxh+fpDL1051TW/s6w7Dd38yrBCmWgT+pEhQKTv+Kfv+RKMuGlyzvldbUmp6Vv9g1AiLvmV8rLDcG+DuAM/NffxDou0zm0+8mCIsu4tIysnn8jS8s6+SlbqXjl1i7p802WUnrH6xNEr3HWnewLDJtk4Nba0hBQWD6Fx+NoGtQvr6tS9/IVJzMjiUmJKuiCRIWNguPnIwzEWdstcPSUo7J3+wQVFZYt23sDiaWjrr0yrvYFhjjm5klSul/OqpqaCtilhN1/G8hl3czPLcWwlyCxCW4C6h3gH1E8ILt47/J9xcLQ1vLhE1pgmYE5DVnPvLwLqpRQsbDV9uMGv0ysrUSfUtYwwkYnB07uOEYl+eKJLL2MESUwBAr2pbXT/N6YV+uJfrvlG3TI5ae/NSxvGJuz0CkCJgPDE/6mdhnsbxB34qZmrenrjgXvWLsH80jj5+XvFFLX3nzPpVGbi8iMMW39kube2tk5eeTQsJg1LoCMFvBHzbrC7uW3EYzCNM5JpjVQeiWBpfcOL4lIFC7ulLl7FdfXD6BZIvuUs7HhGNzK3FSztl7t4DaKyCSlpSAaRFudW18hz7JStHVGBw6ERfGbUru4MkVHMT6Qn5xUmp+X9ueXqntNPheQ10b7ZVVUVDQ2oVrX1jcOmbLny4NMCYihY2KOeRojEQN3VxRcxqP6o0+JtWuvhK0FhrfP0FSUzI4u6edfVPtORnZGtFxg6gMIWJjLQLh0Har4cMrdMD1q9G9NfaemE3XeVOz7jHoYuDtzbIO7AT82yjZfc/aOQuAvLq2Ol1fhlcRgptX0d9H3N9htI8WMSs0fN1EMJZCwnFZUhsU4o7+zjUM3TT5jEcM95PcXWmSeORgkpS108dfwCkVwi+xrn/RxpX1Fd/UIn95Vu3kEFRWJkVkwp11GSvIXdSldvpInK1k7nXrxEBi/GlJL6+gMnX1JsG9SjrHP1QnXAIJtdTsOI4jL6f3t+o1tceRk7y97ld6Z1Ylqe+FhtW7fQT7oIC5zcUb8iSbUQItJXufkIEukl//jRnWTjqGhpP97SHlWp232RuEe1TXAYxbThJ9DRj5j2l8NfAfnbprs479y1z2TYYvZfi09+deiCOboscG+DuAM/NZLKOknpec3NLa/yi05cJyOtR/b7vrPvxV1i7EZRRa2CwjKMtJrwaPWQFyl+bwoWdDcDZLNfoBj5gzGKsKKSGXYuuwJCp9k5NbTJPSqwwec5EkFiSnpeTQ0S6/KGBpRvnJiKbHwhbiA6ugCBzh03NyYber3XaM+810hGT4W/jE3KVlp62M3vpaCcen194wL1s/M4DrsCQpC9/IebN+qolm64+KkXYaWrFxLx6NIyVB9pti3qcgZQWMEFRWjTZBsnZJILEGlq/zIQP9Ha8fmbQl7/hL7sXIevGhlj7B38Zsa7Vw5zCRbCWgaobxaQU79oyIR7G8Qd+HmprKoVHK3R9KH7LQvHwF8mbz53h/F3m6d1YXnNmlqu/u49Y7z3rDFKbH8ezBs86cRW/+BOcwpf19SKkViDqex25yrIPOcj0LAEmmVmdl1zszTbhjdqgYR1rKX9KKa1OJml6f18s1+QkKGpse/7haPM9KxZ9lzdtHYJWbON63WdN/lFfv4epfuk9R6+WDxthDFNapbe3PWnPvU6rHbnvqQtr2+UY9uKkBiSVA4/gWb/Koc3EIS+xWAq52RY954dNbz9memZAykc1C2hSlK7m/b+5VA0xE8jWxbUcCcODb38eJrBA7+QeNTtPaW6wO0N4g78vLj5RU1acaRTZmxy9sgZemMWcpcpBYQnSk7Q6VTgN6bVrej4rkczjEtEut8xp7UtaoQUyzq76t1LWp4/RYvM7LI2g70d9JEPTxMlM5Hc67UdZNBd0yc+752OIUt/mz83/88tV2euOdmef9PIWv4+QZjERBa0rMapoZM2s+yff+p1uB+XdC4yuv3jPEc3fiL9TMRLj9x8ASKjubX1bUNjQ0v3Hig3+gb8wrAYQGNNs3Nubv3a64aknlBQr/YskbseWPoh6SCNOy9z4vIj/+EiACDuwA+Cu3/UnPWnpqw81nVTRSXXe0x1TZ2DZzhSio6bMiurhImM8g+luU+IKS9Hh13u6nUtivue9pc7ptdd3ivU7Zh4g/CX83FnBOTULRyD2vNJFj7YPw5OYdoEFxQpLtrfJ2vuZ9u7iJCYqLMRJzNFyB8Z37jyMnYEw8qhzcz/+uwyePb7I6JlKvfnwrB7+Mt2PnBjg7gDPzu/Td8uOFqDade9iTd86lYllUMGNykbDnzgOdY665VM79ZzfiYj75rrW7+fRHgwOBz9Mhg5YwcS904L65EhHxSZ1NTUIiCLq63rg15H0dJ+EJXd2NIiQGDMtnfrz42oon2RT//OLoINSg+8Z/bUJwxubBB34KemsbEJK61WXVv/bwWQYgrLa6zbceP4VWLHfKusVzgv/69QQ7l7+L0s5/aP8hZ2gw0MsTJqA7qEjlu346Yp3f3IFfyIqdv65NR1zc2RxdwJMEdCIukZWf28KUfeNjWw4y4BE7lnahmZAPc2iDvwU1NUUvHL5C09FFi97Tq/LE5QTn2n/tOO+U8TU/YFfQ3zcIIhUYfy3uXWCIaV6Fy9lbpXUzLzO5XccfLJpkOGWFncrLUGP2FTytwx389xMaW7Ye+Z+qVCOGwQd+DnJi75ldLSnlaoj198UHyMturO234hH7w71Q9/celFzFeo4bSHlPXm75aeZlZWChLoEuO6D6J96iZ1pe4V0TFaviHxP2FTKhoSVhpSMIqamAfm8a+L4N4GcQd+apx9IpdonecmcvP4iQwMnnbwQ3+HHce1TZPSpto5bfLlLm2faOO41S/oK9RwvhF96TPuy8xTES9lWbbj6Na/zdjebcl126/zSasevGD2czal8gOyyB0T7sJgAu3Nh65vABB34KdDe//dMQv3Nbe2SlLZM+xdtvoHTbd1Xuvp27XkibAXSNDFyKxJNk7+bwplObYvS0q/Qg1XmLDmPuH6eFG0sh9C50wlWcxa070b28rquoS0vPKK6p+zKWcacaOdiDyj3o6Ob2ppgXsbxB34GTl40Uxi7Mas3KLByrrzyVYjGdxFQ/UtLbbZOVgCfYK148mwF/Hl5R13GUhhy3NsKanpKCFKYgoQ6fXNX0NBfv/LDGnW5AcUCTIrr7r2r2c2J6/D7d0Nc4zo6EL98owClwLEHfh5WbX1qoCcOp+UKr+cBoZAl2JZM9pmgzjn5IlxPSPaiZCYvBUx7rnv3luKkBjCJGZwYZEomcVb0fN1qppZWiF9z1yOwBpAYbe0tk5fdeLIZTy0YFdmt1nuM+1hSSqIO/ATs0Ln8hKDR8Evko8/YI/80BNWXXMzknv+tr+BFBYfnl5cV1/f3CxEZCBrPa+mBnUAM+2dv6psPaLKm7GOhEa0tLSIj90QFJEELdiVWY+ofOa0eY5ucCn6l7h3CrDXm8yu0bRB3IFeInnGEEOg0dIzn78pnNtFDo6GRuA8/cQprFEsa0kqBwl6dGnZLzQLtEt1U9PXr+3SZ8yRpvS5t8x/n7Vj8ERdaL5umXGfzGdGXfAlg/mBuP93y71bve4q7mC5A/+ZM3/RBeU0+E7dHdPm9RDZ46P+xYdtRHFJekXlJBsnpOwWma9kOTYtrd8m1LKaueVgE+ovuucGjNuktPQQNGK3HPANQj+2ljh7wKUAcQd+Cn6ZvAUrg/MKehdPQ1n11ORjd2SJ7HuxCXMcXIVJzJ5nViCx8M5/Y5KUuvNLRonrma1UO1FjMkZl/8u4zLDoVGjTbtEPeyFAoH/ReE8g7l9c3CUlJYcMGYLD4XJzczsVjoqKQpUwMjKCxgAQL2LTBUfjZOftFpDFDRy/adjULXzXjTB4GlKB+DLuZJiGj8140fR+Lk5hCxAYW/wCv9W3OMpx5XtGktI+Cw3aAyfCXggSGSvdvOBSfK/izqOwsPD48eMqKipguQM9EBiRpLzsMM3aj18GJ6msIzZGW+TUPVJqBtL33Oqa3hxBycoRScaeoNCokrJv9S3O2nnzmVMdY1OgQXvqAkMiUUv96eYNl+L7FndERUWFhIQEiDvQA7Zuoev1bqLEwAmbFmqcTct+PYFq6fO6oJfKjsiorKxobPy23+IY2wV7A36MfoTDIRFCRMYqd3D2+52Le3l5+ZkzZxYsWADiDvTAM6rr3jPcqEkTlhykWvmixFhL+6Tyiu/rW/gGx/G6KKAHyhoaJto4rgZx72/izvchH80cNGjQqlWrMjMzQdyBHlDdeXvjwfs1bfMXN/oEzrV3wxJoOdXVcGV+SGbYO69x94Xr0B8t974CxB3gMX3VCRE8gw9P2/o8iB9PFyOzhjI4cFl+VFRcPDf6BMB1AHEHfkyS0/PmrDeQmbMrOjELO15bmMRQsnbE4uljLe3Di0qeJibDJQIAEHfgeyI2KRspu19wPFZGjb/NdYzkumPDGdw3qCMYljPtXeESAQCIO/Cd0dLSOmP1yQHjNxw4byogqz5y5o6UknIdJ++vEwwPAEDcQdyBL3DnhcZzXTzK4LBSaqNm6EmM27DIlDOAzMbgaTAICwAg7sB3SVZuoc7hB8s2XuKXVUf6PmDcRoOb5CXO7uOtHTb5BVyPioVLBAAg7sD3x8ELplhp3LodN5qamhsa3nltlGHbhBWVwMUBABB34LvEiOwyaMKmNdtu4Flcj1Gtf//9tqHBMDaJn0CvaGiA6wMAIO5AvyY2Ofu36Ts6ZXoGxGBl1MTHbqir53oIWObq+ae7t3NOvgCBoWBhBxcNAEDcgf5OYEQivwxObdftjpl/bL6yUufygaBwISIjv6ZmtoMrBk8bwbDCEOijOSDuAADiDvRjVupe0dx7h2rtO3iirty83R03jZi2bTHDTpjEHMG0FCEx+An03YGho1hWYiTWjuchcOkAAMQd6Ef4hyWMmqU3auZ2JZVD90ztxcduGLNoP1ZGbbHmhWFTtrQXc/AMF5TT4CfQFC3tH8QnLnPx3hsY2tgWeUOGbf00ERzkAgCIO9APaG5uGbNgn6ii1pCJuiOmbpOatWuQ0iaMtJqwvKbIaA2tfffikl8hiRcarXHsChGVn487O0/7wiAqGy4dAIC4A/2XsOhUwdHqwydvFZDD3TV5N2Le1NTsExwnKKeeX1CKPpqzPFfqXkbSX1vXsFDjHMEnfLyVA1w6AABx/3lJychPSsvtzzUMeZEye53BPNVTC9XPfSD6UalYGVxHA5/rOkaG6zrmbtCLKbZO0LgAAOL+k3L1AWfEtG0zVp/sz5XkRU2ycw9z8o7g5cSXvx3FtBpM4exmOFU1Np4Kf8nLn6ByeNRMveLSijUePgud3KF9AQDE/SdlxLTt4uO0Z63V75/Ve0Z1mbj8KOp79pzmRk0yjEvUD3+x0S8AS6APpnGkWTbCRPoyFy8sgbbExeN3pvW4ndcWaXKjRUuzrEmpGdC+ANB/xb1TuKUeMktLS5cuXSosLLxs2bKysjIQ94+SlVuElVZLycznl1XrnzVcteXaoAkbMWM0h996NsXGGYk4Bk8XJNKH0Cz8CwotM18JEBkYPE2OYytKZg6lWcy6QzhxjYR2lLewS6uohCYGgP5uufcmhqq+vr6enh6SePTfwMAAxP2jRMVnTl55tLW1VUBOvbm5pR/WcM226/YeYe5p2YIEujCJqWhlT0/PQvm8eY1BhUVYPL3177/TKypFSExt7+cKFnboY2RxKfpY3dQETQwAP4K4KyoqJiUloURiYiJKg7h/FDv3sLXbb6DEsClbikr6XWzopqbmkTN2cMLit/oFrfHweZqYbJqU2rHAm5paHd9AlGhpbUX2u3f+G34iPbG8Yo69Kz+BDu0LAD+IuIuLi9fW1qIE+o/SIO49gKz12rqG7ccfL914EX0cv+RgYlruy7jM4tJ+JPFXH3IE/zw0jmOHIdBWuHr3XFg/7EVVU9MkG6edgaELnNxHMq2hlQHgBxR3CQmJzkMQUVGoEkZGRtAYSNl/m76NT0pVTFH71lOuCM7HnXkelvDrtG27DJ6mZb3pJ/W8b24v9YQiSmbq+Ae65ub3Zpe5Dq6oJxAhMePKyqGhAeAHEXcYluklNq4hIgpaviHxsvN2p2a+RjkKC/YJy2tgpFUV5u+btaa/TIv88xZ+IJ7u+Cqv97sgm30Y3WqmvXNlIwy4A8CPIu4nT55sf6Gqr68P4v5vbDp0nzfU3s5fz2xk5+5S1bs9cvoO5WVH+kk9RXdfxuBpkSWlvd/lSEjE2YgoaGIA+A7Ene9DesgsKSlRUVEREhJC/5HEg7jzcPQMp1r5/t02GnPgnEl1TZ3iov1PyM5dSz4kOApIq2NlVEUVtZPS8r5hnWvrGlj2gZj7ZstdPOuam+H5AYAf1nLvK35Ccf99lt7ACZtQ4nlYAr8sbv85UxEFrW7nxqSk5+09Y2Jwgzxm4X6ypfc3rLPqEwafCRljTn1dUwMPDwCAuIO4d+bPLVeF5TWF5DWKSyvW690aNVMPK6M2aMImZMXzCkSXlqFU8z8feazeen2hxtmOOdNWHZ+z/tSv07fbuofyckrLq/ILvlQkUk2qreQz8o7nwfDkAACIe38RdyeviCETN3/9S5z3psSoy2CLmIKmwoJ9Qydt9g6M2Xb88T0TOyLHKzz63WzxjIoqDJ4uSWX/z+EDNyw2riHrdtxs/4h6Aq5DLlncqBl689RO8zKXb7w0aeXRLzQ7frExa+FjmKgOACDu/Ubc95x+xielyi+r3vqhLfwVeEZzxUhzfZobmtnzcpqamtHHlpbWxVrnfYJif5+l5+gV2XGXpPKKgRT2SKb1Gnffjvkv4jJk5uxq/5hfUIq6h9jk7IDwhOFTtvIy1Xff5pNWk1TS+RLf5XcjyjqCFTw2AADi3l/E/epDzt6zJkjyLt5jfOWvdvk+a+76M/9TO6N75AEvJye/GAk6SmjsuWNCdxdW0Cwsfttxl+3+wXMcXCOKS6bZfmDyl5ZXITu9vqGR95HA9uQdp76+UVBOnZe/WPs86k7Qz4IJSw/14beobmzMr6kRfkLcSrSFxwYAQNz7hbinZr3efPTBU4rL6P/tmbzy6Ff+anL/23PgvJkpw32Isi4vh2rp++u0bSihc/hB25KlDR3LN7e2YvH0+U5uWZXVmC6L9ZFqO3pGJKblXHtkcc/Ubp3eu1Ga8UsORsSkj1m4Dyuj9jw8SVBBE/1c6KufKaFFxXx42gASk8+U4uD7Ah4bAABx/zbiPmqm3iLN9+EjJqgcHKS0ie0Q4Ob3coXO5T6v/NPE1Km2zrp+gV03NTW1iChoRr16zUzLFJm6paSM6xBxx8knartuocSGA/fk5+9tbHo/p5CSli7LseUn0P/n6IY+ChEZ9W0zDk+EvdgVwH1lin4BHL9KmvLHMeHRGqivumjI5O0oPXun/nWK7LzdI9VPISHme0oS0LvUVyPvvz4gzLF1xuJp/MawHAEAQNy/kbgjc1VcUVtQTn34lK1+IfEoR1Jpk6iCpp17aHh02pcIf6FoYSdGZs2yd+m6KSUjf7CyzloPXwyeJnH4FupgUKbyssPXH1ugxJFLeK19dzuWn2nvOpTOUffyuxnNrfnvLOucau6kw6UunrPtXVHixhMrodHqYoraograA8dvotm8az+k8gKyashsX+XmM9nWaTiJzWdOi07I+syvprXvzoiZO/hMyMM2nBG+azLE0ByeGQAAcf824u7q80J0jJaK9vkRU7eRLLxr6xr4ZXEtba5oM14VyM3b04fVflNb+zQhRYZt4/m6QIzM7Ob6hsRP2nkN6bWGt/+4y89UNpxHmVP/OB4Zm961cEtrqxCJEVf2fvx9up1zRDF3XiNS9qlt4++ZOYWbDhoKyKk3NTW3tvUrgQXFKD8u+ZXukQdGZOdDweG3Y+JRZfjMqbf/eYX7n7tJzPXHfGZUzDPir9O2Cc/YcdrEBp4ZAABx/3ribu0asv+8aXZuIUo/MHdct4O7iP/oZcI9U7vsvCKp2Tt5xcorqge1rRv6JBpbWm5Ex3rlv/fb9bahcYyFnX1Wzjgre2EiE0OgN7S0YAk0njfzdjhOgb9N3zb8mtEACvvii5ilbAcRBa2GhqahkzavdPaY7eCaWP5u2ISZkRldWmaanDqEZtHxCFNsnZ4lpqDEICpnFNN6rJV9QjlX+hv+8dDCT2QMILOQgX+jzdJHbPQNYKRnCRIYAma0PX9RWlr++7C7+ct4jBlVAc/6feMZeFQAAMT9G4j7kIm6gnLqWBm1EdO2zlqrv+ngfd6gB5LRjQcMZ68zeG+KSqvW1zf2/sg7ngcJtgUVmuvgtsjZfQTDyiEnd42HrwCRoWhpL0Fh8xPoStaOqORQmkVxXf3fbW9E9weFq9Mc+BW0fp22/RdT2uOEZKTRwxgWkso6WGk1VAdxEhPpLxJ93llGsaz58DQhImOth2/Hs69y855s7TSUxhEi0jEEmgCRHlxY1L61qK5uMI09mmM7kmktSmIiw1/N01/JysE97/VEG0dxcxrffL32795OXk2NRWZ2b767oAkZY0KBhwQAQNy/jbhzB15kcNtPPBk4XkdMUZsXJAjlO3iFC8jhBivrdIxEOnD8ptLyXoV5e1NbS0xNxxLoQiSme24+sqkFSfSBFPaJ0BdIhcdb2SN9Z6VnGcYlnIuIdvF5MZzIUrCwG0zl+OcVYMypyOYVNCZ7578RJbHe1NTl19QMpLBikrInrzgqM2836jBccvLaxf1XhiUpJV2ExEws/2BO5IP4RCyeNpTKQR0J+qjl/ZyVkdW+1TknD52Rl5akcla7+6Aqoc7mRZtLr1FMq+V0+5X7bm0/+eTgOdPMHO7PmqaWVtTH/ELjfPTrcxdSmdMkzGHJEgCAuH8jcX9dWPbrtG3VNXVvCssGjN+ovPzwy3huCOampmZkyA+fvEX7wL32wtJzdr3KK+rNYWU4NshgH0Xh3AuIrG9uFiTS/+fovsEnYF9QmK5fYMrbyvUevrxxGPSDAPUoon8ZS5BZIxiWGzz8+O6a8JlRhIkM1Deg/oA3MiJMYrjk5q/aelVJ1eBXBncpkAiJFVxQlFtdjSXQXlVVY9pC03XE+3WBjm9A+0d0dvQDor2MYVzilH8mwg9nWHJ/Q9g48hPp4UXcYfqLL6LRrwH+a0/45XCokztxnXuFo0rKUF8lzbL5aOw+VFLAiDSOBYPsAADi/o3EnRdxlJceOnGzgCwOyf2/FVZedjgu+VVvDqtgaRdbVo6s7B0njdqkmSl27YnQwRtIiE+EvV9QipR9yERdrIwa5qyhAIF+OyZ+vbOX0M1nCicMPaKTke3fboyv8/A7FhrJsHuuS7QexeKK+zgreyTEqRWVPAO8oqGh5yo9ik9ECt7c2opPSVOydrgZHXcq/CVvU3pFJTElo+0gjTz1b2lttc/KwVx8MGr+7v2GzOFzuMud4srKJ1g5CpIYyNJf5OTew7nc814LXXpUUAyxNQAAxP0bibuTV8TyTZd46WOXCYu1zvfwFnGe6umgyKSP/xqorUVGd3FlNVYGt+PkE5Tzvyd0sWlbhE7eweJpewNCZ63Vt3Dk2tQZrwpEx2hzHAOwt43FySxCSrocw2rgtSddj3k2Imp223RJZDgvdfX8uy2Ehf+bwqCCImSP9/LLyrJtkY6revqiPmYozeLyy5geCieVV/CZU0VvGSMTXuoU9z1EQEHh/xzdJMhsMTJrnJVDt3sV19WhHyXElDTs4ZtNTeDXFwBA3L+RuO87Z6KwYF8vC6/UveLq+/KjxfYEhCpbO+DZnsOnbhuzcF9ETNqe08Z6+k+WHL+/nGlPfZkgNFpz/1kTrlyGJ6IOAyUGnb4nQWI6vMoRIzGH3nzW9ZipFRXI7i6vr0d2elLbPJnV7j5OOXl22TnrPnyP2gOKFvZ3YxMULe2VbRxl2DYfjXLH/8ic35y21Nb1twPctayOr/JWOHs2N7fkVNf8zuo+nOmLklIMnrbcwR179h48IQAA4v4NxD2/oNTGNfTIJfOrDzm93EVz7x0Lp6CPFhMlsdbgLWXm7vpj8xV+GRxGWk1p6SEjssv+c6ZHLuEllXSkZu2UnrMLqeSJa8T5OO5MwTmbL+/guG469UzAnDbirmm3h/2FbomMaAyezot0scEngJWRdScmQds7oJf13+ofZBD2YhCVzZuZ81FGMi2RkX4hMHzA0dvo472QKOyRW3vOGDe3tgoS6fXN3Yy922bnCJMYi21dJHddgScEAEDcv4G47ztrgpFWHT51K5HzQQiLi5FRYy0dZtq7Rv0T+Mk4MVWCwp5j77p80+UJKgcT0nL+7ZjpFRWszGwkiL/P0hswbmN4dKpnQPS2E4/k5++1cg4+f5e5bsfNX6dtv3iPKTZG67fpO0bP47qOQTtOXHaEO/IupcpnRpt3xfhfDl7lmJNHScvgfdwVEGKWnKbh9fwP196G4LgVE4cl0AWJjKbeTWAPLig6FBx+MfQF1tBM1y9wEIUteOyWVJu7MRES40XxB4Gxlrl4ChOZozm2EhTWUDJbWe8qPCEA8NOJe6dYejxKS0uXLl0qLCy8bNmysrKyTiW7Dbj6OeK+Quey1r57QqM1OI4fWL6DaBwBIkOYyJBiWWdUVOVV1+iHv0CaJU5m7Tn9FImypfO/hpsQIjGQcT2cxsHK4Grr3r3hJFv6CMlr2HuEbTn2SHbeLp7PADO6+6/TtvHLqNm6cb2+HL9GFFHQTErP4zOljN17szf1Px4aeS82Eeflz87I7uVXLqyrI6dm5FZ/WiAkn7w3mFtPBxpTsCZksZtPxy4+QLHyGWho1nHWfAvXlmcokS0xBPrvLGthAn3pvr/gCQGAn9Ry76TX+vr67bGwDQwMui3TJ+Le1NS88aDhL1O2XDRkCciq896gNra0pFRUeOcXCJMY9S0tSNMxeJqmjz/6j4zWZ4kpA6jsG9HxyzddcvfvHKw5pLB4KI37mlGUxGpubV2oeW7KH8fatyan5y1QP5uW9SYiJm3Y5C17z7w3zJWWHgqOTEaJmMSsA+dNGxqb+Jftv/DEojff4vyLmHmOboIkhnte/hdt5sLaOswTAtaIKDh/1xStc2KK2koqh4XPGFpmvuoo7tzp+bI4nVtEnUP38SzP7SeewBMCACDuXBQVFZOSuHNREhMTUfrLiXtFVQ1GWlVQTj3jVcGZv2i8TJusHGESc4qt0wy7dz68zkdG7QoMFSDSB1DYpJT0ITQOssr/3HubZ2t/UIG09FEs63FW9lIsm/KKatRhqGhf6HpeZMtjpNVOXu+ptsjG5zgG9uZb4Lz9+YmMMRZ2zV8+hAifGY3PjDpO5eASrfP8MjisjJqw/p32mZSIkvp6IRPKhgN3R83c0Ta+pNYx6hMAAD+1uIuLi9fW1nJFsLYWpdvLSEpKDhkyBIfD5ebmfqa4J6XliI/bMEfV4JfJW4TlNXiZS5w9+Qn07c9D0H8VF0+PvNe8fE5mtoqLhxTLGol+VFtUUqTgqiceMWz9Ox32D44Tdt+V4VO3au+/Jz1n18gZ2/+tAsOmbD1yGd/TYJHulV5Opf9qQaGQVS5gTMbcejZnncES7QuPic53jG2wR2+t6TDWn/y2AnvX5NYza6y02tnbtJM3yI8IDvCEAACIe2dxl5CQ+GBkoLDw+PHjKioqnY4QFRWFKmFkZNTLM4qP5brzFZLX/GPz1YrKd0PPw+gW02ydRzAshcmMIVSLjMoqXr7jq1xRElOGZSNIfBeACRn16y+YDFHWbfzH9xYPaQJD6uz9gRM2CstrDlbWMWH868RzhQX7dp969t219KaTj9UO31+seX6RxjtP96KaBmvt3q9jcs7Jx956WlxawbR7Dg8GAIC4f3xY5v1YSkVFJ8X/JMu9ubmFFw9a4tKjeVrn2/Prm1uQwX40NAJLoP/KsBQhMWr+WXqTUVE1y8H1eFjk3qAwXs4aD5/VN/B8Uqo1tR9MJRS7bfzHOSOVDReQuPdcjcam5s9xtfhtSUjNSfxnppDy3puz2PZJ5RWb2jwcXI+K5bv99Pv9agAAfEFxP3nyZPsLVX19/Y6bysvLz5w5s2DBgv8s7siilJ6187xPMB+eukTvRnt+bnXNKKY1OSVjV2DIRw8y1dYJi6dhVhxAJmrHfJGnZIJr8Mu4zPU/zUDzSv1HsmTOPAc31ClWNjYeCQgT2XEJHgkA+NnFne9DeJklJSUqKipCQkLof+k/c8x5BQYNGrRq1arMzMz/LO76N8krdC7jPP35TciLD97dFxR2OvylAIE+zc6l/Q3qR3HIzpE0pmKX7cvJL/YJih235ADKrGtq4cPTQmNSf6q2X3b8PvrWWDx9CN3ibmzCcJrFoEM34JEAALDc+5LeiPuB86aPiE6DaRa/Uy3ueIchVRIiMle6+vATaNP+cY7YG2Qfkfn/OJiSke/mF8Uvo97a2ppXU4N9TMh7U/JTtf3ec8brjz08GBy20SfgQVziIDJbSc0AHgkAAHH/2uI+asaOgXiGIJGh4uwlSmYOorAFCIzm1tYtfkHb/IN7fy6FB0RksYbHZTl7R/Iv3hURmxFWUMx37UmnV6w/POZMDz197nvse7GJ6h5+gni68vIj8EgAAIj7VxX36po64RnbxMjM46GRcx3dRjAsHyck22bn/IdzTTNm8uGpHmEJRjY+fGa0aURLWnyK4DnDn63tbVxDVHfeiknM3uXmi3q7X5+Q/6cG4fQAAMT964r72u03xY7ckOPYovTN6HhiSvp/PteugBA+c6r8qmN7KQ78z0iShuZCJIaQodnP1vb+ofELNc4t0jw3D3e2rLJGZIz2XVM7eCQAAMT9q4q79GUjOQLrZnTc559rd2AoxowqMGObrjFn8D0zSUOzgST2xB3Xfra2j0t+pbT08Jx1BoMn6noFxIycuQOeBwAAcf+q4m7rHiZ0+5kAgf4kMfnzz7UzIASJO3bm9qX3KfL3CaJPiIIEuuquWz9b20clZPFJqWJk1ETHaE/985jqzlvwPAAAiPtXFfdBE3Qwf5nwE2jVTX3wzvNEWCS/CZnvEWGwwT25y0YYcxq/MXnC0kM/YfM3NzcfuYS/Z2onIKuutus2PA8AAOL+VcUd85CAwdPuxMb31elE75nymVEFbhittnASvGcqcNbQOzAW7gYAAEDcv564p2a9xhqamiSm9uG6+NEUCz5zKv/lh3YpmaJjtMUUtVtbYdk9AAAg7l9R3I9eJmBNKFV9Ogl9qq2TKIkxgmGZUVmFlcVJjN0AtwIAACDu/2/vaoCqqtq13JTfE4JgYjmUAscQJEQGI4LsgGPEZJKVUw2jTEZMk1NDwEVDSEObdCxDFMOvJlBvKYGYP1NY3O5kzIiliAiTERFYmPKv/Gj+3Pey792z7z5n73M4Z53D4vA8wzDrLPZ+eNd61372u9ZZe782Fff7NhbetbuE7b+bW3Z44qd7HT7ZYzCJKAAAAMTd6uI+fdunrp/sY/vvjv/Z/nNHJ9wPAADEfdTEfdqWouyvquAqAAAAuxL3u7cW7frPGrgKAADArsR9YsGnx043wlUAAAB2Je4Tdu+pa/kLrgIAALAfce8cuj6h4NOL7fjyEwAAwI7E/Yfmtn/bXIgnjAAAAGwk7rIEe/8baHd2xsbGOjk5xcXFdXV1qVSaKO7/XnZc895O+AkAAMCmkbtM3DMyMsQE2ZmZmSqVJop7+PYS548+gZ8AAABGU9y1Wm1j4//sbGloaKCySqWJ4h69fe/Cnf8BPwEAAIymuLu5uQ0MDFCBflNZpdJEcZ+55V8pnx+FnwAAAHgRd41Go1Ip4syZM2REQUGBQf57NxftwBNMAAAAoyvuzJdlAAAAgNEX9/T0dPG704yMDJVKiDsAAACP4j7h/0Oo7Ojo0Ol0jo6O9JvUXKVShqKios9UUVBQ8BkLgAc84AHPeOA5cOCARZH7qN+FwAMe8IAHPKaDO3Gvra0FD3jAAx7wWMjDnbgDAAAAlgPiDgAAAHG3Gqqqqnx8fEJDQ+vr66Ojo11dXWNiYpqbm8HDIQ8rY+RjcQKb0Qgea/O0tbXpdDqNRkPet8Tv4LEqDy/iHhYWtm/fvtLSUi8vr9zc3L6+vpycnISEBPBwyMPKGCcnp6SkpPj4+KCgIHd3d4OvqAMPPzziKYmJiWlpab29vWvWrDHD7+CxEQ8n4u7i4jIwMDA4OEgNo8ZQTU9Pj4eHB3g45GFlTElJSWRkZGtrq4URJXhswyOe6OnpefnyZSp0d3eb4Xfw2IiHE3EPCQlpamqSNqylpcXPzw88HPKwMoZQU1ND84Dq6moLlwvAYwMe8UQK/y1Z5AGPjXg4Effy8vIVK1ZIa1JSUvbu3QseDnlYGSOgvb194cKFxcXFFq4Fg8faPPoPM5otXuCxBc8dABhtDA0NJScnW/5FH3hswwOMCXDt5qtXr4JnrPCgc8ADHq54eBH3s2fPBgcHe3h4rFq1qq+vz+yZCHhswIPOAQ94+OfhRdyjoqK2bt3a2dm5fv368PDwK1eumNce8NiAB50DHvDwz8OLuLu6uvb39wvl3bt3BwUFtbe3m9Ee8NiAB50DHvDwz8OLuIeGhv7888/ix23btgUGBprRHvDYgAedAx7w8M/Di7hXVFQ89dRT0pq8vDwz2gMeG/Cgc8ADHv55sCkKAADADgFxBwAAgLhbDZ2dnRkZGVqtVqPRuLm5USEzM7Orqws8HPKgc8ADHv55eBF3nU738ssvNzQ0DAyDCvQxLi4OPBzyoHPAAx7+eXgRd0dHR1lObfro5OQEHg550DngAQ//PHxF7o2NjcLNigr0MTY2Fjwc8qBzwAMe/nl4EfeOjo709HStVus2DCpkZGTIbl/g4YQHnQMe8PDPg90yAAAAdgi8FRI8eCskeMBjhzx4KyR48FZI8IAHb4W0GvCCtzHEg84BD3j458FbIcGDt0KCBzx4K6TVgBe8jSEedA54wMM/D94KCR68FRI84MFbIQEAAICxAF7Efc6cOTk5OXV1deDhnwedAx7w8M/Di7ifPHkyPT195syZWq127dq1p0+fBg+3POgc8ICHfx7ulmV++umnrKysgICAWbNmZWZm1tTUgIdbHnQOeMDDLQ+/a+61tbXZ2dmBgYHg4Z8HnQMe8PDGgy9UATbg7XFtAP4a5/7iWtzN2P1TVVXl4+MTGhpaX18fHR3t6uoaExPT3Nxstg1tbW06nU6j0RCbGTxiE2iGNX/+fLJnwYIFZnxVcujQIW9vb2rXuXPnqEUuLi5hYWHEOVIeJkleeHvM2vJhY8fOgr/Grb/sTdzJK/v27SstLfXy8srNzaWuycnJSUhIMPtfJyYmpqWl9fb2rlmzxgweBweHW7duUWHu3LkFBQX9/f35+fnh4eEj5aGBcmQYnp6eO3bsEHiosSPlYZLkhbfHrJ2cnJKSkuLj44OCgtzd3Sf8H+As+Gs8+2sCPzpuECPlobsudevg4CCdS4pMNT09PXQPNFvcyd+XL1+mQnd3txk8M2bMOHXqFBXoTi48Unzt2jVnZ+eR8jg6Ol6/fn1oaIgMowZSDbFRY83gsTzJC2+PWZeUlERGRra2tloYCdqls+CvcesvjsSdSeQeEhLS1NQkPbelpcXPz89seyiysMSeDz/80N/fv6ysLD09XQwKKGYZKc/s2bOPDYNuNoWFhTQEiW3evHnmBRcWJnnh7TFrQk1NDYVa1dXVloiFXToL/hq3/rI3cS8vL1+xYoW0JiUlZe/evZbMJCxcHCwtLaU4haJ+ii9oGGVlZdFkwrxlQbp11dXVxcTEUHhCI8CMLVZMkrzw9pi1AIpuFi5cWFxcbMkqsP05C/4at/7CbhnAfkAz6+TkZMu/4gPgLzsAuhUAAADibjWw2kUEHnMGAYvQyQwSOGu0nAV/jQd/8SLurHYRgWcMiTucNbbEAv6CuJsDVruIwGN0iFi+5ZTVvlU4yzb9DH+NT3/xFblbvosIPGbc/80Qd4aRIJxl7X6Gv8anv3gRd1a7iMAzhsQdzhpbYgF/QdwBAACAUQYyMYEHjQIPeJCJyWpAUpUxxIPOAQ94+OdBJibwIBMTeMBjhzzIxAQeZGICD3jskGdcfKGKZDEABjMw3mBvyTqslCzGbB5WTzb39PSsXbv2wQcfJB5PT8+oqKiKigozmsAk6czkyZNTU1OFV2kzgYXprpjzWDhsWKUD420wsxqEdnlRWOO6sNBf9iburJKYsLKH1ZPN8fHx+fn5/f3927dvpyuhrKzM39+/oKBgpDxMks5QP2zcuNHPzy8kJOSjjz4yY0ewrD8tTHfFiodVhiBW6cB4G8ysBqFdXhQMrwt7E3dWT9wyS2LC2RPbzs7OYq4ZCnaoQAGCr6+vGfZYnnRG6Ifbt29TiPrSSy9RaLl8+fLKykqzx6uF6a5Y8bDKEMQqHRhvg5nhILS/i4LtdWFXrx9g9VAWsyQmnD2xTYGbEKTQb4oLqObWrVsODg4j5WGSdEbWD6SkFC6ZkbmGVborVjx3GGUIYpUOjLfBzGoQ2uVFYY3rwn4idybtYZbEhLMntuvq6iIiImSrgWbYwyTpDMOVASbprhimzbrDIkMQq3RgvA1mVoPQLi8Ka6+Y4fUDAMAAyBAE2AEwfMcwWO2KY8LDlT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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">215392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">218630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">197628.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">197422.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">413020.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">416052.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">290932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">249012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">148519.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">248167.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">248540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02510102</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-10-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">148270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02511076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-11-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">148036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">147822.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,998|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98295.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02612049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,051|2026-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98135.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">196430.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1629298.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">18.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">609450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2045350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">23.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">609450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2045350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">23.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">89278.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">94380.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">262470.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">210834.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">158400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">142200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">104790.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">178320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0165940000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|A GLOBAL FLEXIBLE P SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">466125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">455288.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1081063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">11.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1081022.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">12.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1081063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">11.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1081022.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">12.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">305560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">96688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">305560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">96688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1996073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">21.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3223060.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">36.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000571218</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|5,500|2029-04-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">327999.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">295155.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0013286192</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FRANCE|0,750|2028-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">288918.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">912072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">9.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">169700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">169028.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">338728.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.59</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8816242098</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BMG491BT1088</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">111778.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">66941.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0005565204</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DUERR AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">56375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">56500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IT0005594418</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NEXT GEOSOLUTIONS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">274400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">181440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2653978598</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GOLDMAN SACHS GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">588350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">538250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0003874915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ARSEUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">106500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">112250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2442903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2079340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">23.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2442903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2079340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">23.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1144806145</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVCGAESCO EURO SMALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">694958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">679577.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1144807119</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVC GAESCO RET ABSOLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1265342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">13.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1213209.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">13.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1088412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">11.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">967383.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00B2QWCY14</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">10964.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.12</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">9824.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1598689153</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">19599.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.22</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1598690169</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">12230.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">16182.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3027630007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NOMURA TOPIX EXCHANGE TRADED</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">12569.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US4642872752</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES S&#38;P GLOBAL TELCOMM ETF</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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puJycnx8LCQu3Mp59+urCwsKCgoGHDhuJDf39/Jycnfc985aWMaA47Ozt5Ukf18jNnzvTw8HB3dxdRpXpdXVcZM2bMunXr9H+5cu+k+K4bNWoknRYxFBQUJH8qMDBw3LhxpAyU/epSbm7BtGkKTxlpRI+eUKOL0AwbNeNq4i+kjMkM8by4zGU5rzEZy5TM8JBNmr/EmRs3az4Bt2jRonHjxp07d/bz8yspKVG7QFRU1JQpU3R9IdEHq1ev1vMEHxkZ2bdvX7Uz7e3t9z0mvmhmZqaVlZX+9/mXmzLi3xkzZvj4+Kh9StRSs2bNbj3WvHlz8WG5V2nfvr24cFVSRnxHS5YsEf0n3+DNmzfli4nTHTp0IGWgaKU//mgUHSOPbSPer7lFaGqhZiiM2hzT3T2liZns7Gw2diVLTk5uHxSi+Rt0Wr8pKytL8/LiOf7MmTO9e/eeP3++5pRMQkKC1q/y008/9erVq7S0VNcTfFxcnLW19blz59TOP3jwoPVjhw8fnjNnzty5c6VzbGxsjh49qrUS9O8rI/5NS0tr166d9N3Jn9qxY8egQYOk005OTjt37iz3Kk8//bRcPLpSRv++MkLr1q3Fr0DrDcpzUaQMFPzqUnCwcaWMNLyH1tQiNNNmf554/QYpYxrDaY2vlDKnT59mY1eyzMzM/us3av4GP9iwWc+SzSkpKU2bNlU9Z9++fe+++66uy/fs2fPKlSu65ipElIg6+e677/Tcz/j4eCsrK3Fv7e3tYx7r0qVL5WZlBDc3N2mfHvmcIUOGhIeHS6e3bdsm77Wj5ypVnJUpKytLTEzs06ePfARWZmVIGeNTMHu2MaaMtAjN4rdG1sQiNH+bt6Tmaoa8qM0h/qMvpYz89ADFWrplq+bhtLx3fK3nKuIpvFWrVmqxcuLECT2v++h6A9T27dvbtGlz6tQp/XfSyckpICDgkcbeM5VLmYcPH9rZ2d24cUOedKlXr57q3RMfijP1XOXR431l1q9fX5UXmKQoFD/JnJwc6QbV9pWRdyUmZaBEZSkpRtoxqovQzOz3brUvQvPRx0trqGbIi1o+tOSS5b/vLuPu7i69rADFSklNnR26Ud7zt3FI2MKNmzRfGRw2bNiZM2fy8vISEhJEWMybN0/1ZaBevXoZUhVq569Zs6Zt27a6XpaSRUZGOjg4SLNEqnvPVDplpKmXCRMmSOeIu+Hs7Kx6lSlTpkg7x+i6yqPHbzhq2bKluG8iRC5duiTvoluhlBFGjx4dHBwsvcpmaWm5Z88e8cOPiYkRpzVfcSNloCAlR48ae8rIi9CM61nNi9Asd/cjZUxgOHuskiZmtE7CQ1FEoIRERf/zX18ti9i+9dv9WldtiY6O7t69e+PGjV988cXFixfn5+fLn3J0dBTP6JVIGc3ZmtzcXLXLiztja2sbGxsrZ5O890xVUqasrKxHjx7SOS+//LLa4dzFh127dtVzFYkIDmldmS5duqjtXvNI774yql/rwIED3bp1k05HRUWJVqtfv774V/zAeWSSMopWvHmzaaSMvAiNU7fqXITGwyuIlDH24ejjL6WMntcdYMpPQk/wNARSxqQVLlliSikjL0LzRuf+iq0Z2qKWh/XaDVLKhIWFsckDIGVMS0GB6XWMPL4dO9G+U59qqZnN23aSMkZ9lGxpdRk3Nzc974UBAFLG+JRevmzCKSMvQtOu3RtVr5ltEbtJGeMdH610lyZm5JUzAICUMQVKPvRS9Q6/d8ZWfRGa6qoZwqL2x+hV3lLKyMcCBABSxhQUBQSYScpIi9B8Mbiqi9DsP3iMlDHG0evLACllQkND2fABkDKmo3D+fPNJGXkRmo/+MqzSi9DUf9a+6jVDWNT+6BQYLKWMq6srq8sAIGVMRNmDB+bWMaqL0EzoPbRyi9BUvWYIi9ofFus3u/xXeno6mz8AUsYUlF67ZrYpIy9C8/brb1ViEZomzbv+8NNZUsa4xiJXVyll9B/QGABIGeNJGWM7IHbNLULj2HVARWumacvXTvx4hpQxxjV/5dVaocS/S6WlJ06eCt74r5DNEefOX6zYk42Ogytp5ejoqGe1X83LHz582MbGxtraWt5z/MCBA7a2tlrXI370x5V233jjDV2fko6y1KZNm7Fjx6oeHEDzPsjn3LlzZ9KkSa1atbKwsBg4cODBgwcfaVvPV7q8fLp58+ZDhw69du2a1tsX34idnZ3WLwdSRtFKIiPpGNVFaLq81Ld2aoaqqJPxtveXUspERESw+StTXl6eq2fAC69NfMJmuBh/dpy6xn+D4UsBGf7sGxYW1qtXL7WU0X8VBweHmJiYqKgo6YhL4l7Z29uLD8u9M+LE4MGDt2/frvVT4t+ioqLExER3d/emTZuePXu23JQZNGjQJ598kpaWlp2dLbp8wIABen4I8of37t1bunRpz549NS/2ww8/vPTYyZMnSRlSxsgUh4RQMJqL0HTs0NPwmmnToXfchcukjFGM132DpJSRDs4HBfoyMLRBx5FSx0jD4qUxW8K/rt6UuX//ftu2ba9evVqhlFE7Dra/v7+Tk5Mhd0acuHTpkp2dnTx/o+sQSB4eHu+99165KdOkSRPN40OVmzJCTk5Oo0aNNM+fOXOm+NKipWbNmkXKkDJGpsjdnXbRtQhNyzaGLkLTvlO/n8/HkzJG9CYmQfUAhFDOlMzwSZ+pdow0Zs53NTxlWrRo0bhx486dO/v5+ZWUlGi9mHjCXr169SONw0nqv67qcbAzMzOtrKz073Sl1iszZsyQG1pXyiQlJYn7UG7KODo6zps3LzExsUIpI+7zkiVLevTooXa+iLNmzZrdeqx58+biQ1KGlDEmZvhO7IouQvOc5SuG1EyHP/WvUM1QFXUyWq0LlVOGNX8VSPxS2vf4QDNlnEbPz8rKMvx2xJPxmTNnevfuPX/+fM3P/vTTT7169ZLekK/5bK3nuqrHwZ4zZ87cuXOlc2xsbI4ePVpuyqSlpbVr1076RnSlzMOHD+vVq1duyoibmj179gsvvPDcc89NmDAhNTVVf8rIWrduLT/y5Yvt2LFj0KBB0mknJyfNo2qDlFEwkz76UjUuQvPxX94zZBGart3fjb9yjZRR8nhmfZicMuL5jL8BSpOZmdl/xMeaKfPB7KWVOHJWSkpK06ZNNc/v2bPnlStX9D9b67quJD4+3srKStxbe3v7mMe6dOlSbsoIbm5uCxcu1D8rY2lpKZ0WTaO6Q7E4Xb9+fbUvkZ6evmDBgn79+pU7K1NWVpaYmNinT5/du3erXWzIkCHh4eHS6W3btg0dOpSUIWWMRtnt25SK4YvQTO5T/iI03XsPv5RwjZRR8pBTRjz98EdAgVzc/Z9sN0K1Yxp0HPll4MZK3NStW7datWqltTDKfbOSruvKUxcBAQGPNPaeKTdlHj58aGdnd+PGDV0p4+7uPmLECOm0ra3thQsX5E+dP3++U6dOml8lJyenSZMmhrzAJCWa+L7EVVTnikQzqf40xIfiTFKGlDEOpXFxNEpFF6F5r8dg/YvQ9Og9wpCaISnqasx3c+NNTEomnkTnfrpS3vP3mU6j/+HinZeXZ+DVhw0bdubMGXH5hIQEERzz5s3TP8Gger6u66qJjIx0cHCQZolU954xJGWkaY8JEyaofUrcWlJSkuiYZs2axcXFSZ9ydXXt27dvfHx8fn6++FecXrlypfSpAQMGxMbGZmVlZWRkLFq0yNHR0cCUEUaPHh0cHCyfv2bNGmdnZ9ULTJkyRdqnh5QhZYxAyYkT1EnlFqH5y6tOemrm3ZHTryZeJ2WUOaa7e0opI/01hwKJmNi4Zccy9wDXVWv/teMbXau2aBUdHd29e/fGjRu/+OKLixcvlnfuNiRldF1Xlbgztra28rpEqnvPGJgyZWVlPXr0UFtX5qmnnmrduvXYsWNVp2GKiopEzYgv17BhQ/HvihUr5FfZxNcdOHDgs88+a2lpOWrUqJSUFMNT5sCBA926dZPPf/nll48dO6Z6AfFh165dH1VwkR5SBnWUMnv20CVVWYTm1T876qqZYaNmXE38hZRR4Bjv6SWljLe3N38EzOhJiGdikDKmmTKsj1cdi9DYdexZiZohKepqDFntI+8uwx8BAKSMcSsOD6dFqmsRmjbWr2vWzOx5ixOv3yBlFDUcffzllKnQ+3sBkDJQXsqEhlIh1bsITbOWr6rVzEcfL9VaMyRFXY1X/NbKKXPr1i3+DgAgZYxYUUAACVITi9A0eb5LuTVDUighZa5evcrfAQCkjDGnzKpVxEfNLUKjuqreylUBpIwCU+b06dP8HQBAyhhzyri5kR01vQiNvKqeh1cQKaO0lDly5Ah/BwCQMkas8NNPCY7aWYRGWlVPtWZIiroaLwX874iSkZGR/B0AQMqQMgyDFqF53b6fqJmt/9pNytTtaB8UQsoAIGVIGUYlF6F5ybbXtojdpAwpAz1KS0vPff/90YiIo199dfnsWe1PKjqWoM3Kypo8eXKzZs1atGjxxRdfaL2ursscOXJk8ODBFhYWrVu3njZt2r1799SuePjwYRsbG2tra/mlyQMHDtja2upaj1h1Sd833nhD66fu3LkzadKkVq1aia87cODAgwcPPtJ2lCjp8vK/ej6r9asIe/fu7dq1a8OGDTt37rxjxw7NC8TExDg4ODRo0ED8q3qEMj13XtfRrLR+U7p+g82bNx82bNj169c175KuL/fMM88MGDAgISGh3Kvo+sYl4ndnZ2eneo7+e07KkDKM/y1Cs/ebGJKClIFW2dnZ+/z9U2fNkraX63PnfhsSUm4ryJydncePH5+enp6WljZ27NhNmzZpXkvXZfr27RsVFZWRkSE+NWvWLPkA0TLpOV5cRjriUnFxsb29vfhQ53/iVZ6DRSRt375d81ODBg365JNPxD0R33hsbKx4htbzDVboQ9Vzzp8/b2Vl9c0334ivcunSJfFda17A0tIyOjpaXGDPnj3itHwIBT13Xtcayvq/KbXrih/4559/3qdPH0NSRn6QuLm5vfbaa5X+xoUffvjhpcdOnjxp4D0nZUgZxv9G0Oz5JIUSUkb1rzMU4kBo6G9Tp6puL1nTph3943+m9Tx5i//iixCRTosnJPkJsqKXycnJEf8vVztT7TjY/v7+Tk5O+l6PUHkOFs+jdnZ2cpPJn2rSpElubm65t1DFlBkzZsy6dev03L54jg8KCpLPDwwMHDduXLl3XlfK6P+mNK8rukE+uLchKSOI25ePRl6Jb1yYOXOmh4eHu7u7yFYD7zkpQ8ow/jsrM352Kzd/kqKuRpu1oXLKhIWF8XdAUfLy8n5ctkxzqzns6Wl4yty9e1c6LXqladOmWlOm3MtERkb27dtX7UzV42BnZmaK/+7Hx8cbmDLi3xkzZkhHnFb9lKOj47x58xITE2s0Zdq3b691QUjVC9y8eVM+X5zu0KFDuXdeV8ro/6a0zsr07t3b8JQRoSkqxJCJHF3fuOjRZs2a3XpMPB7Ehwb9OthESRnGwylTPEZOs+43lZ5QyKwMKaM0ycnJ1/72N81tJ+7zz0U6GJIykyZNmjhxYvpjEyZMqFevnua1yr1MXFyctbX1uXPn1M5XPQ72nDlz5s6dK51jY2Nz9OjRclMmLS2tXbt20uEy5E+JM2fPnv3CCy8899xz4s6kpqbWRMo8/fTT8rO1IReQZ57033ld+8ro/6bUriuS4p133klKSjIkZVR3l/n5558r/Y3v2LFj0KBB0mknJ6edO3ca9OtgE1Ug1pWp5Y6Z99cpT9gMb+7iQ0+QMtAqOzv79OLFmpvPUXf30tJSQ1JGFI94Bnr++edbtmy5cuXKVq1aaV5L/2VElIg6+e677/Tcz/j4eCsrK3E79vb2MY916dKl3JQR3NzcFi5cqPWei65asGBBv379Kt0uoslUdyoSp+vXr19dszJa73y5xxvX+k3pv66e70K+ysOHD9esWSPfbCVmZYYMGRIeHi6d3rZtm+Z+Udp/HWyiSkwZVvut9Y5hSqbOx8v+a0kZJfs2KOih2gHOpk49qOM3pf+pNCgoSCSL/i+ndpnt27e3adPm1KlT+q8l/h8fEBDwSGPvmXJTRjwH29nZ3bhxQ+s9z8nJkXcZqUTK2NrayvvqPnq8x2unTp2k02PGjFm/fr2eeyguoLavjOauwZp3vtyU0fpN6b+unu9C9Sq//fZbo0aNyk0Zrd94WlqaCCbVOR7xoTiz/F8H2ycpY75Hmpw69UOnyaJjmJJR2mq/ISEh/B1Qmoz09FgvrwfTpkmbT8b06fv8/PLy8gxMmYkTJyYmJt6/f/+rr76ysbGRD7OlekldlxH/0W/btq38Fl9dIiMjHRwciouLH/1x7xlDUkaaAxDxJJ8zYMCA2NjYrKysjIyMRYsWOTo6VjplXF1d+/btGx8fn5+fL/4Vp1euXCkHQcuWLcU9F0/Ply5dUt2lV35NzdLScs+ePdnZ2TExMeK0/PqanjuvK0f0f1P6r6vnu1CNKl9f31dffbXclNH6jYtftLOzs+rlp0yZIu0JVM6vg+2TlDHbjhnRb5LUMUzJKGG87hvErIzCieew7yMjj4SGHtm48cdvv5WiQfO5SnMXDem5tmPHjo0bNx40aJB4etb6xKnnMmo038xSWFhoa2srnu2kD1X3njEwZcrKynr06CGfI25h4MCBzz77rKiHUaNGpaSkVDplioqKRAeIu9ewYUPx74oVK1R/dCJQpOVVunTpIu8aonoLUVFRoszq168v/o2Ojtb6VdTuvK59ZfR/U/pTRs93IX+VRo0a9e7dW2SKrgeD2no5at/4yy+/fOzYMdUvKj4Ulyn/18HGqcSUWb2a1Ki1jmFKRiGjv48fKWOGDHkpBCjnUcSPQIGKQ0OpjZob96ZNf/P18XLHMCWjwJTZvXs3fwcAkDLGnDJff01w1E7HMCWjnDFktQ+r/QIgZUxESWwszVETI1WjY5iSUc4Y7rVGThnVA80AACljfEpPnSI7qn3cnD6jo8MY1Y5hSkZR4wOPVXLKqO36BwCkjLGlzJUrlEctdAxTMooac93cSRkApIyJKMvIID6qcVyeNtPaXr1jxLBc/iUBoZyxZPlyOWVOnz7N3wEApIwxKyqiP6qxY5rZjdLsmHYDZlIPyhnPrA9zUSGvSwEApIyxKpg9mwqp+rioo2OYklHyYbEF+Qh2AEDKGKvCzz8nRKo4jjvPbNBhpNaOafuXGdSDooZ9wDrVlMnIyOCPgAIVFxfv2bPPx3etf+D6Q4ePaj2QpM4nGx2rAKsqKyv77LPPnn9s0aJF4kMDr3v48GEbGxtra+sjR45I5xw4cMDW1lb18Idqd0bPOTExMQ4ODg0aNBD/6lpdV+0ctWV269Wr16ZNm7Fjx6oexFvXCrxPaMODjZQxBUU+PrRIDXUMb1xS4Oj1ZYBqymhdER91Kzs7e/FSNwvLV55o2EmM1u3f9PD00dUKhtSDpuDg4G7dul1/TJzYsGGDgdcVzSH6IyoqSjriknj82Nvbiw8NvzOqxwaytLQUBSO+3z179ug65pGelHn0eI3/xMREd3f3pk2bnj171vCfgLB8+fLFixfzeCNlTOJ/PxER5Eilx77J+jqGNy4pfH08b29v/gIo0KrVfvWe+bPUMdJo/HyXkA2GHmLCkCfynj177tu3TzotTvTu3dvA66odB9vf39/JyalCd0Y+Z+zYseUeibrclJF5eHi89957hv8EIiIixo0bJ09HgZQxbiUnTlAklRtfT5yhK2LEeLLdCKZkFDgmeHpxWGyFT8m8/c4Hqh0jjSnT5xv4MpN4Im/RokXjxo07d+7s5+dXUlKieRkLCwv5tcW7d+82bdrUwOuqHgc7MzPTysoqPj6+cinTvn37mzdvyueL0x06dKh0yiQlJYl7bmDKnDhxon///vn5+TzeSBkTUZacTJRUe8f8vpfMW7PoBgWOj1b+b1EZ+eDAUI7k5OT2nfpopozT2+9nZWUZfjsFBQVnzpzp3bv3/PnzNT/75JNPFhUVSafFiaeeesrA66oeB3vOnDlz586VzrGxsTl69GiFUubpp58WX0j1i4pzKp0yDx8+rFevnvwpPTvEiOjp3r17eno6DzZSxoTwfuyKD98x0/V3zJPtRjznEUA3KG002LBFdUeZ2NhY/gCY3qyMqpSUFHnGxZBZGUOuK4mPj7eyssrMzLS3t495rEuXLlWclWnVqpV0WkSJ6r5B4nT9+vXLnZWxtLQsd1bm/v37PXr0uHz5Mo80UsbUFP7zn9SJ4cN71DT9HcOUjGJH26ANqinD+njKtNJjzZON/6TaMQ2f67x23YZK3NStW7fkPlCla18ZQ64rcXJyCggIeKSx94zhKaO5r8yoUaOk07a2thcuXJA/df78+U6dOulPGXd39xEjRuhPmaKiokGDBh08eJDHGCljivMyQUEEiiHj4ZQpHiPL7ximZBQ73vzj25euXbvG5q9A9+7dW/jZssbPd5E6pnmb179w8TB8x45hw4adOXMmLy8vISFBBMe8efM0n+DXrVun9R1Muq6rJjIy0sHBQXr7m+reMxVKmXPnzllaWu7Zsyc7OzsmJkacPnXqlPQpV1fXvn37xsfHi+9a/CtOr1y5UmvKiPuQlJQkOqZZs2ZxcXH6U8bZ2Zn9w0gZk1USGUmmGNIx8/46pdyOYUpGyWOkl7dqyrC7gHKnigsLd3y929PLz8vbf8+efRV6aSk6Orp79+6NGzd+8cUXFy9eLDeQ6hN8WVnZp59+2vSxzz//XH4jj67rqt03W1tb+dVJ1b1ntKaM2j4rqncjKipKlNBTTz0lzlR9R3dRUZGoGfFVGjZsKP5dsWKFvGqA2iIx4rqtW7ceO3as6iwO68qQMuaoNC6OUqmujmFKxlj2+RX/kWXbN68nIQU/bQ8fPpwHJCmDKin79VdiRc/ImTr1Q6fJhnQMUzJGtM/vpk2b2PahEL/88kuLFi1+/fVXfhSkDKownTtvHsmiq2NG9JtkYMcwJWNE+/zu37+fDR8AKWM6ioKDqZYqdgxTMsa1z+/FixfZ8AGQMqaj5OhRwkVt3Js2/c3XxxveMUzJKHyMXsU+vwBIGdPF7jJV7BimZJQ/PnNdwT6/AEgZU1Y4fz4FI43UincMUzIKH23WhrLPLwBSxsQVh4YSMWLcnD6jo8OYCnUMUzLKH44+/uzzC4CUMXEcIrvSHcOUjPKHs8cq1ZTRfzRjACBljFJZRoaZd8zlaTOt7SvcMUzJGMWKMstclqumTF5eHpu8oieJi4t/+OGH/QdiD8TGnjlzVutqv7rWqz1y5MjgwYMtLCxat249bdq0e/fuGX7dR48PePTWW281adLkxRdfDA8PV/vs4cOHbWxsrK2txVeRzjlw4ICtra3q0R/VxMTEODg4NGjQQPwrTqvdAc21gCXNmzcfOnSo6rE1tN6OcOfOnUmTJrVq1Up8ywMHDuQQS6SMuSv89FNz7phmdqMq0TFMySh/dAoMVu0YDkOjcPfvZ30TGXXx8pWk5JtixF249E1kpK5jMGnmSN++faOiojIyMtLT02fNmiWCQOfTksZ1//Of/4hSEQVz//79lJSU999/X+0CUkaI25eOuCSSy97eXvWYA5phZGlpGR0dnZ2dvWfPHnFa9QgDmvdB/lAU2NKlS3v27Fnu7QwaNOiTTz5JS0sTn4qNjR0wYAAPIVLGvP8ntGWLeXbMxcp2DFMyRjHeWe2jmjLy/6ehTFHR0YnXb0gdI42E/yQdOBBrYI6oysnJsbCwMDxlRLsEBgbquUG142D7+/s7OTnpubzm4a/HjRtnSMpId75Ro0bl3k6TJk1yc3N52JAy+D+lly+bYcccd57ZoMPIynUMUzJGMT52W6maMsnJyWzsipWdnX3o8FHVjpHG3n3f6nqZSc+tRUZG9u3b1/CUadmypaenZ+vWrZs1azZ58uSsrCy1C6geBzszM9PKykr/flft27e/efOm/KE43aFDB0NSRtz4kiVLevToUe7tODo6zps3LzExkQcPKQOpZUrN7S3ZVekYpmSMYjQL3qTaMe7u7hU6zDJqmQjNH348pZkyh48c0wwL/SkTFxdnbW197tw5w1Pmqaee+uCDD9IfGz9+vLOzs9oFVI+DPWfOnLlz50rn2NjYHD16VOssTkFBgfyhPJ2jJ2Vkoqjk7NZzO2lpabNnz37hhReee+65CRMmpKam8igiZcz+NaaICPPpmH2Tq9Qx9dqPsFgVRCsofPT38VNNmYiICDZzc5iVEWEhCuO7777T97SkcV0LC4u7d+9Kp0XNtGjRQtd14+PjraysMjMz7e3tYx7r0qVLdc3KlJWVJSYm9unTZ/fu3QbejnSHFyxY0K9fPx5FpIzZz8tcu2YmHfP1xBmVjhhptH93LqFgdK8unT17ls1c4aq+r8z27dvbtGlz6tSpcp6WNK4r6kE+ooU4YWlpqeu6Tk5OAQEBjzT2nlEzZswYtX1cxo4da8gLTEJKSkqrVq1ycnIMuR2JuHCTJk14CJEyeFS4YAEdY8iUTBOf9YSCcR0NWxD/jWYbV7gqvoNpzZo1bdu2TUhIKPeSmuds3Lhx4sSJ8gtMU6ZM0fpFIyMjHRwciouLH/1x7xnNS8bFxYke2rNnT3Z2dkxMjDit9oKXnpQRRo8eHRwcrP92BgwYEBsbm5WVlZGRsWjRIkdHRx5CpAxM/zUm3zHTq9gxTMkYyxjyx/cu+fv7s4Ebx1+hiqwro7ZCjOZ6LdIbfPRcRvVmly1b1qJFi+eff37SpEla984pLCy0tbUV9SB9qLr3jPZJpqgokTv169cX/0ZHR+vPKbUPDxw40K1bN/23I+7AwIEDn332WdE3o0aNSklJ4fFDyuBRaVKSCXeM96hpVe8YpmSMYjwZulX1EJLCsWPH2MDN90noCZ6GQMqYk8LPPze9iHk4ZYrHyGroGKZkjHRlPF5dAkDKmNPs7u7dptcx8/46pVo6hikZYxkjvbw5GjYAUsZM/X48pmnT6BimZIz6uEtLlv/huEunT59m0wZAypiRooAA0+iYnKlTP3SaXF0dw5SMsYxufkGqHePq6sohJAGQMubFNA5iIDpmRL9J1dUxTMkY0fhopTsr4wEgZcxd4ZIldAxTMsY4bAPXq+3we/HiRbZoAKSM2Sk5ftx4O+betOlvvj6+GjuGKRkjGh94rFI77pK0mhkAkDJmpqiocN48OoYpGeMaVus2qk3JaK5LBgCkjLko/vpro+uY1BroGKZkjGgMW71GLWXko+oAACljdsru3zeud2XfnD6jo8OYau8YpmSMZTyzPkztPdjh4eFsyABIGbNWFBRk5h3DlIwRjf4+fmpTMklJSWzFAEgZ856YSUkxio65PG2mtX2NdAxTMsYy6m3YunDFHw66tHbtWjZhAKQMHhWHhiq/Y5rZjaqJjmFKxojGm18GqE3JxMXFsf0CIGXwqCw9Xcl7zFysyY5hSsZYRsOQLYtcXVU7xtvbm/dgAyBl8N+JmS1blNkxx51nNugwsoY6hikZo95L5tixY2y5AEgZ/Hdi5sGDgpkzza1jGr446mn/UCrBGN+45Obmlpuby5YLgJSBysSMwtaY2Te5Zjvm9ymZMX+nEoxivLPaR21KZv/+/WyzAEgZ/FFeXsGcOQrpmK8nzqjRiGFKxohGs+BNy1z+MCXj6emZn5/PJguAlIG6kshIM+kYpmSMaIxdtZq9ZACQMjBMUVHhggV12zG+Y6bXQscwJWMso83aULWO4Y1LAEgZ6FN69mwddoz3qGm10DFMyRjRmOrhqZYyZ8+eZTsFQMpA79SMr2/tR8zDKVM8RtZSxzAlYyzjdd8gtY7x9/cvLS1lIwVAykCf348xOXt2LXfMvL9OqZ2OYUrGWIbF+s1qa+IJCQkJbKEASBmUryQ21lQ7hikZ493bNyQkhG0TACkDw5SWFrm51ULH5Eyd+qHT5FrrGKZkjGW8FBDsoiElJYVNEwApA0P9fsTsGj4wk+iYEf0m1WbHMCVjLIdbWrDCTa1jYmJi2CoBkDKomOIdO0ypY5iSMd61fX18fFgTDwApg4orKir89NOa6Jh706a/+fr4Wu4YpmSMYrQN2qD50hJ7+wIgZVBJpdeuVfvLTHXSMUzJGMVosGHLx24r1Tpm+/btbIkASBlUXsnevdXYMal11DFMyRjFGL3KW61jPD09s7Oz2QwBkDKokiIfn2rpmJvTZ3R0GFP7HcOUjJEuiMfavgBIGVSPstzcqh+bqQ47hikZ5Y9W60KXLF+u1jGbNm1i6wNAyqB6VHGnmcvTZlrb103HMCVjpLvIuLu7Z2ZmsukBIGVQbSq904zomGZ2o+qqY5iSMcZdZIT4+Hg2OgCkDKpZJXaauVinHcOUjJHuIsOCeABIGdSIstzcgr//3fCOOe48s0GHkXXYMU06ja63LoxcMK5dZIKDg4uLi9ncAJAyqJmaSU7OnzXLKDrm9ymZyZ+RC4odz6wPm+/mxi4yAEgZ1LbSCxfyp07V3zH7Jtd9xzAlo/BdfWe6e7CLDABSBnWj5OhRPR3z9cQZdRsxTMkofDwZunWCpxe7yAAgZVCXHuo42KRCOoYpGeM6YCS7yAAgZVAHcvz81DrGd8x0JXQMUzJKHn2+9NfsGG9v76ysLLYpAKQMaldp6YPly+WO8R41TSEdw5SMYkdn/3WaHePu7p6amsr2BICUQV0oKHjwyScPp0zxGKmUjmFKRrGjbdCGZS7qb712dXW9du0aWxIAUgZ1puzBA9cPFyqnY5iSUWzH/HO5KweMBEDKQImuJN1uaj+eKRlGRTvm0KFDbD4ASBkowuVrN5/78zimZBiGd8yuXbvYcACQMlCQi1eSLV4ay5QMw5CO2bRpU2lpKVsNAFIGyvLzxWvNOr/PlAyj3I4pLCxkewFAykCJLl/9xerl95mSYXQMDKFjAJAyMNaa6fDGZKZkzHnYB6zTfN81HQOAlIHRuJFy266XM1My5jle8VtLxwAgZWD07txJe+2tmUzJmNtxIp3W+LpoQ8cAIGVgfHJzc9+duJApGTMZDTZs0Xq8a2Hr1q10DABSBsZaM3MWrmzQcSRTMqY9LNZv/milu9aO2blzJ++7BkDKwIiJ/44v9/B7ptPoGkqZdlP/QUnU7bBeu2HhihVaOyYyMpKOAUDKwOiJJ7NNWyI6vjGp2jumaefxT4YwJVOX42X/tUuWa9nJ19XV9cSJEzz4AZAyMB1Hjx7rM7SadwRuO3MJMaHAnXzd3d053jUAUgYmKCEh4YMZn1bXrjNMydThaBa8aaa7h9aO8fHxSU9P59EOgJSBaUpNTf3nMjfr1yYwJWO8o5tfkNaVfIXQ0NDc3Fwe5wBIGZgy8VS3eXPYgOF/e7LdCKZkjGs0DNkydtVqFx12795dXFzMIxwAKQPTV1paeujQoekffdb0z2OZkjGW0T4oZMEKN60Rw06+AEgZmKOrV6+6LHfrMXg6UzLK38N3wBo/rYcjEPz9/VNTU3k8AyBlYI6ysrJCQ0Onf/RZi87jmJJR5mgbtEHX8ndCdHQ0K/kCIGVg1kpLS48fP77si+WO784yZO8ZpmRqbTQOCRu2eo2uiPH09ExISOABDICUAX5369YtX1/fj/7fonJX0mNKpnZeUXrdN2iRq6uujgkLC8vOzuZxC4CUAf6nsLBw37594mly9OT/p2t3YKZkamG0WRs63d1TV8S4uroeP36cwxEAIGUAndMzgYGBS5Z+0X/Y7HrtRzAlU8vvtX5ntY+u3XuFTZs2sfwdAFIGKEdxcfGRI0fE//4Xfr6km9M0eQcapmRqNGL6+/jpeUXJy8srLi6OBycAUgYwlPjf/9atW8WT6McL/tG5nzNTMjU06m3Y+uaXAXoiRjRlTExMfn4+j0kApAxQYfHx8b6+vx+zcPa8z//st/bJ0K3ER/VGzMIVK1x0CwkJuXXrFo9DAKQMUHnFxcXHjh1zc/t9ndmP3Vb28A0Uz8GESE1HjKen59mzZ9m9FwApA1SP3Nzc6Oho18evg3zmuuLttesbs99MpZaK6fOlf7kRI9qRV5QAkDJA9cvMzNy1a5f0Vpoly5cPWe3TLHgTgWLIsF67YaSXt/ih6YkYNze3/fv3EzEASBmgZt25c2fHjh3SDM0yl+XjPb1sA9ezG42u15K6+QXNdPdw0UuKmNzcXB5dAEgZoPZmaPbt2yftQyMsXLHiLW/fVutCyRdptAjeKH4get6aRMQAACmDupeXl3fs2DEvLy/5uXn2So9eXwY8s95M96RpFrzJ0cdf/BBcyiN+aIcOHSJiAICUQd0rLi4+ffq0v7+//Dy9zGX5Bx6rXvZf22DDFgpGTWho6MWLF8UPjUcOAJAyUJDS0tKrV6+Gh4e7qryqIprG2WNVny/9TfK1pwoVjJubW3R0dGpqKg8VACBloGi5ubknT54MDg5Wey5fuGLFcK81nf3XNQwx4qmapsGbX/FbK76R+f/dT6hcgYGB4gfCW5MAgJSBkblz505sbKy3t7faU/syl+XT3T2d1vi+FBBssX6zSeaL4O/vf+TIEfFD4JEAAKQMjFhpaWlSUtLu3bvd3d21PuV/5rpigqfXgDV+CimbJ0O3Wq3baB+wTtyl8Z5eFcoXCgYASBmYctMkJycfOnRI87UnzbIZstqn15cBoifarA2t0ZWFG4ZsaRG8sVNgsPhyo1d5z17poX8hOwoGAEgZ4Pf9ac6fP79r1y5PT09DQuGfy10/WukuJU5/Hz9HH/9X/NaKYRu4vn1QiPXaDU2DN2sOkUHis9LoGBgiLi+uKG5BJIuzx6r5bm6VqxaZr69vZGSk+EaysrL4nQIAKQMznaq5devWiRMntm/f7uPj46J45AsAkDKATnl5edeuXTt+/LhCysbV1XXt2rU7d+4Ud+nq1avkCwCQMkCFy+b06dOxsbGiJ0JCQlRXFq52np6egYGBERER4svFx8ffuXOHhewAgJQBqllhYWF6erqUOMeOHTty5EjkY+Hh4WFhYaGhob7aiAwK+6+tW7eKy4sril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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-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 6.668.737,96 euros que supone el 70,77% 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 292,06 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el semestre hemos mantenido una elevada inversi&#243;n en renta variable, cercana al 75%, y hemos mantenido el sesgo value de la cartera del fondo. Mantenemos la cartera relativamente concentrada, con un total de 18 empresas directas a cierre del periodo, a la vez que mantenemos exposici&#243;n a trav&#233;s de fondos, ETFs, y derivados de &#237;ndices burs&#225;tiles.
  
 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 3,02% durante el periodo y en los &#250;ltimos doce meses ha sido del 4,15%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 6,85%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,65%.
  
  
 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 6,63% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -3 participes, lo que supone una variaci&#243;n del -11,54%.   La rentabilidad neta de la IIC durante el periodo ha sido del 6,85%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,05%. GVC Gaesco Crossover Fundaquant 75 RVME FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,14% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 6,85%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: FRANCE 0,75% 25&#47;5&#47;28, FRANCE 1% 25&#47;5&#47;27, FRANCE 5,5% 25&#47;4&#47;29, FUTURO AMEFF - MINI IBEX35  (17&#47;10&#47;2025), FUTURO AMEFF - MINI IBEX35  (18&#47;07&#47;2025),FUTURO AMEFF - MINI IBEX35  (19&#47;09&#47;2025),GVC GAESCO ZEBRA US SMALL CAP LOW POP E,US TREASURY 0,375% 31&#47;1&#47;26, entre otros. Tambi&#233;n se han vendido los activos siguientes: DEUTSCHE BANK, FRENCH DISCOUNT T-BILL 0% 10&#47;9&#47;25, FUTURO AMEFF - MINI IBEX35  (19&#47;09&#47;2025), LETRAS TESORO 0% 08&#47;08&#47;25, LETRAS TESORO 0% 4&#47;7&#47;25,LETRAS TESORO 0% 5&#47;9&#47;25,TELEFONICA, entre otros. Se han comprado y vendido futuros sobre Ibex y Dax para la estrategia cuantitativa del fondo.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre mini Ibex que han proporcionado un resultado global de 4988,4 euros.  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,58%.
  
  
 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 5,17%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 6,64%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 16,47 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Fundaquant 75 RVME FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,72.
 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 2,09 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 con unas tasas de inversi&#243;n en renta variable elevadas, con un claro sesgo value.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSS GOVER MIXTO I</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2022-10-10</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_06 contextRef="FIM_S22025_V-10920056_ia">06</iic-fim:XCode_TipoFIM_06>
<iic-com:XCode_VocacionInversora_05 contextRef="FIM_S22025_V-10920056_ia">05</iic-com:XCode_VocacionInversora_05>
<iic-com:PerfilRiesgo contextRef="FIM_S22025_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El fondo invierte entre un 70% y hasta el 100% del patrimonio en valores de Renta Fija p&#250;blica de emisores de pa&#237;ses OCDE, principalmente zona euro, con unacalidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE. Las empresas ser&#225;n de alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorialLa gesti&#243;n toma como referencia la rentabilidad del &#237;ndice MSCI ACWI WORLD NETTOTAL RETURN para la parte de inversi&#243;n en Renta Variable y el IBOXX EURO EUROZONE SOVEREIGN OVERALL TOTAL RETURN para la parte de Renta Fija. Estos &#237;ndicesse utilizan en t&#233;rminos meramente informativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC, con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.19</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpp" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.12</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.26</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.41</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S22025_V-10920056_dpp" unitRef="pure">0.41</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.41</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RentabilidadMediaLiquidez>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S22025_V-10920056_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">59998.43</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">69400.99</iic-com-fon:NumeroParticipaciones>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">2629380</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">2412280</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">11.4564</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.2983</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.5618</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8708</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.23</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.46</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.23</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.46</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.40</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">1.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">-0.64</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-1.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">6.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.00</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-0.58</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-1.35</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.99</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-10</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">5.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.36</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER GOVER MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">5.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">8.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.43</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">6.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">3.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.06</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.04</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">2.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">2.14</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">11.2008</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.1238</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.4717</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8553</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.58</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.96</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.58</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.96</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">0.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.04</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">1.17</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">-0.81</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-1.67</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">6.23</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">6.25</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-0.58</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-1.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.99</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-10</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">5.73</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.37</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER GOVER MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">5.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">8.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.43</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">6.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">3.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.06</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">2.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.16</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">2.19</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98451.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02605084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-05-08</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98809.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-06-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02604103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-04-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">13.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">13.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">30.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">30.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1594069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">43.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0148396007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INDITEX - INDUST. DE DISE&#35;O TE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">44180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">44180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">44180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">96688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">96688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1752143.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">47.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1140868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">31.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
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<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CAJ09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,125|2025-08-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">252880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBC47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,187|2025-12-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">333207.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">169700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">166046.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">422570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">11.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">165615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">917748.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">25.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">917748.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">25.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">917748.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">25.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0012005267</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">17656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">15445.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0012032048</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">35248.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">27666.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">32907.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">29939.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH1243598427</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1864.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.05</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1395.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0007664039</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">10355.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">8962.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008404005</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25808.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">22488.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">22024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000045072</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">26325.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24098.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">22165.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000121014</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">32250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 2.689.939,25 euros que supone el 73,48% 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 45,90 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de medio 0,9967 millones de euros en conce pto de compra, el 27,36% del patrimonio medio, y por importe medio de 1,001 6 millones de euros en concepto de venta, que supone un 27,49% del patrimon io medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el semestre hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 30%, y hemos mantenido una preferencia por las emisiones de corta duraci&#243;n.
  
 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 4,96% durante el periodo y en los &#250;ltimos doce meses ha sido del 4,26%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 3,11%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 5,05%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -0,23% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -5 participes, lo que supone una variaci&#243;n del -16,67%.   La rentabilidad neta de la IIC durante el periodo ha sido del 3,11%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,89%. GVC Gaesco Crossover Government Mixto International FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,05% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 3,11%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: BONOS ESTADO ESPA&#209;OL 2,4% 31&#47;5&#47;28, BONOS ESTADO ESPA&#209;OL 3,55% 31&#47;10&#47;33, FUTURO CBOT - US 10YR NOTE  (29&#47;08&#47;2025), LETRAS TESORO 0% 10&#47;4&#47;26, LETRAS TESORO 0% 10&#47;7&#47;26,LETRAS TESORO 0% 5&#47;6&#47;26,LETRAS TESORO 0% 6&#47;3&#47;26,US TREASURY 0,75% 31&#47;3&#47;26, entre otros. Tambi&#233;n se han vendido los activos siguientes: BONOS ESTADO ESPA&#209;OL 2,4% 31&#47;5&#47;28, BONOS ESTADO ESPA&#209;OL 3,55% 31&#47;10&#47;33, FUTURO CBOT - US 10YR NOTE  (28&#47;11&#47;2025), RYANAIR HOLDING, ANTOFAGASTA, US TREASURY N&#47;B 0,25% 31&#47;8&#47;25, entre otros.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre US 10Y Note que han proporcionado un resultado global de -303,63 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 2,31%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 1 millones de euros, que supone un 27% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,52%.
  
  
 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 3,23%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 7,23%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 1,37 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Government Mixto International FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,38.
 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 0,17 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 renta variable en un porcentaje cercano al 30% de la cartera durante los pr&#243;ximos trimestres.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_da">Datos cuantitativos: Durante ela&#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 totalde 40 beneficiarios, uno de los cuales ha sido summer interships. De esteimporte, 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 hanrecibido la remuneraci&#243;n variable. El 47,7% dela remuneraci&#243;n variable ha sido en concepto de gesti&#243;n de inversiones, sinestar directamente ligada a ninguna comisi&#243;n de gesti&#243;n variable de las IICs enparticular, sino a la consecuci&#243;n general de los objetivos de gesti&#243;n, enespecial el batir a los &#237;ndices de referencia. Los siete altos cargos de lagestora han percibido una remuneraci&#243;n fija, con coste de la Seguridad Socialincluida, de 795.053,23 euros (el 29,0% del total), y una remuneraci&#243;n variablede 66.419,24 euros (el 35,6% del total). Los empleados con incidencia en el perfilde riesgo de las IICs han sido 16, y han percibido una remuneraci&#243;n fija, costede la Seguridad social incluida, de 1.223.662,41 euros, y una remuneraci&#243;nvariable de 120.449,37 euros. &#60;o:p&#62;&#60;&#47;o:p&#62;
Datos cualitativos:  La remuneraci&#243;n del personal con incidenciaen 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; deInversiones de la Gestora, y otro de cuantitativo, cuyo indicador principal esla comparativa de la rentabilidad de las IICs gestionadas con sucorrespondiente &#237;ndice de referencia a tres periodos distintos: un a&#241;o, tresa&#241;os, y cinco a&#241;os, de forma equiponderada. Son estas las remuneracionesvariables prioritarias y, a menudo, &#250;nicas de la gestora. El resto de colectivopuede tener remuneraciones variables en funci&#243;n de la consecuci&#243;n de ciertosobjetivos de car&#225;cter binario, no cuantificable.  La pol&#237;tica de remuneraciones de la Gestorase engloba dentro de la Pol&#237;tica de Remuneraciones del Grupo Hacve. La pol&#237;ticade remuneraci&#243;n es compatible con una gesti&#243;n adecuada y eficaz del riesgo, yno ofrece incentivos para asumir riesgos que rebasen en el nivel de riesgotolerado. Es compatible con la estrategia empresarial, los objetivos, losvalores y los intereses a largo plazo de las entidades, e incluye medidas paraevitar los conflictos de intereses. Adem&#225;s tiene en cuenta las tendencias delmercado y se posiciona frente al mismo de acuerdo al planteamiento estrat&#233;gicode las entidades. El esquema de retribuci&#243;n establecido se basa en lapercepci&#243;n de una retribuci&#243;n fija establecida con car&#225;cter anual, y una partevariable anual que consistir&#225; en un porcentaje que no podr&#225; ser superior a laretribuci&#243;n fija establecida, estando la parte variable sujeta al cumplimientode una serie de condiciones o requisitos gen&#233;ricos y&#47;o espec&#237;ficos. El sistemade retribuci&#243;n variable se establece en base a objetivos, y se orienta a laconsecuci&#243;n de los mejores resultados, tanto cuantitativos como cualitativos.&#60;o:p&#62;&#60;&#47;o:p&#62;</iic-com:InformacionPoliticaRemuneracion>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">CROSS MOMENTUM</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2022-10-10</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S22025_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_04 contextRef="FIM_S22025_V-10920056_ia">04</iic-com:XCode_VocacionInversora_04>
<iic-com:PerfilRiesgo contextRef="FIM_S22025_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El estilo de gesti&#243;n del fondo se asienta en la estrategia Momentum que se bassa en la continuidad de las tendencias existentes en los mercados y se fundamenta en el hecho que las tendencias pueden persistir a lo largo del tiempo, siendo posible obtener una rentabilidad invirtiendo en el sentido de la tendenciahasta que la misma concluya: utilizando para ello reglas estrictas basadas en indicadores t&#233;cnicos que establecen puntos de entrada y de salida para cada valor en particular. La exposici&#243;n en Renta Fija ser&#225; como m&#237;nimmo de un 70% y hasta el 100% del patrimonio en valores de Renta Fija p&#250;blica de emisores de pa&#237;ses OCDE, principalmente zona euro, con una calidad creiditicia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 7 a&#241;os.            La exposici&#243;n en Renta Variable ser&#225; como m&#225;ximo del 30% del patrimonio en valores de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE. Las empresas pueden ser de baja, media o alta capitalizaci&#243;n burs&#225;tilsin concentraci&#243;n sectorial. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable. Estos &#237;ndices se utilizan en t&#233;rminos meramente informativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.09</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpp" unitRef="pure">0.02</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">80.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1698000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">74.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1764000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">80.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1698000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">74.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0116920333</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO CATALANA OCCIDENTE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">41370.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164180012</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|MIQUEL Y COSTAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">45490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105836003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INMOCEMENTO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1259.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0114820113</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CORREO COMUNICACION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">46839.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0122060314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4795.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0139140174</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INMOBILIARIA COLONIAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">45223.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0165359029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LABORATORIO REIG JOFRE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">33063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">37625.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0173365018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|RENTA CORPORACION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0182870214</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SACYR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">34656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0622060988</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Derechos|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">192.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0106000013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ADOLFO DOMINGUEZ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">7575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">157221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">166736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">157221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">166736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1921221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">87.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1864736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">82.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1921221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">87.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1864736.00</iic-com:InversionesFinancierasValor>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.021.246,77 euros que supone el 46,50% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 513.850,53 euros que supone el 23,40% 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 146,91 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 0,2888 millones de euros en concep to de compra, el 13,11% del patrimonio medio, y por importe medio de 0,2888   millones de euros en concepto de venta, que supone un 13,11% del patrimon io medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 los PMI&#180;s Americanos, los datos de PMI manufacturero, contin&#250;an d&#233;biles, indicando contracci&#243;n, pero compensados por los PMI&#180;s Servicios. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflaci&#243;n en el 2,1%, que baja al 1,9% en el 2026 y 1,8% en el 2027.  A pesar de estar Alemania floja, tanto el crecimiento del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores pa&#237;ses de Europa, estos son, Alemania, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera que Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esperado a finales del primer semestre.
 Francia contin&#250;a penalizada por su inestabilidad pol&#237;tica, siendo el &#237;ndice el que menor revalorizaci&#243;n lleva de la Eurozona.
 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del tercer trimestre, el fondo redujo los niveles de inversi&#243;n en Renta variable Espa&#241;ola de un 7,07% a un 1,87%, para volverlo a incrementar hasta un 7,15% en el cuarto y &#250;ltimo trimestre del a&#241;o siendo Inmobiliaria Colonial y Miquel y costas los valores que m&#225;s pesan en la cartera con un 2,05% y 2,07% respectivamente. El 80,31% del fondo esta invertido en deuda p&#250;blica a corto plazo.
  
 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 2,35% durante el periodo y en los &#250;ltimos doce meses ha sido del 3%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 0,15%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 2,34%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -3,26% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 0,15%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0%. 
  
 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 0,15%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 A lo largo del trimestre se ha invertido en activos de deuda p&#250;blica a corto plazo, (repo). y se han vendido todas las posiciones que tenia el fondo en renta variable, qued&#225;ndose &#250;nicamente una posici&#243;n de Catalana Occidente, en la primera parte del semestre. Posteriormente, en el 4Q se volvi&#243; a incrementar las posiciones en renta variable espa&#241;ola, con compras en Lab. Reig Jofre, Miquel y costas, Inmobilaria Colonial, Adolfo Dominguez y Renta corporaci&#243;n 
 El proceso de desinversiones empezaron a realizarse en el mes de abril, y ha concluido en el tercer trimestre del a&#241;o, para volver a incrementar posiciones en el 4Q del a&#241;o.
  
  
 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.  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 0,29 millones de euros, que supone un 12,82% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,5%.
  
  
 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 0%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,90%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 0,05 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Momentum RFME FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,31.
 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 0,09 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.
 La cartera tanto de RF como de RV, tendr&#225; que estar acorde a las circunstancias de mercado y adaptarse a las grandes incertidumbres geopol&#237;ticas-econ&#243;micas que tendremos que afrontar en el 2026. 
 A estas incertidumbres, hay que sumar la guerra arancelaria iniciada por la administraci&#243;n Trump, que podr&#237;a poner en riesgo los objetivos de inflaci&#243;n, y por consecuencia, que se bajen las perspectivas econ&#243;micas marcadas a finales del 2024 para el 2025 y 2026.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSS SIT ESP EUR 7</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2022-10-10</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S22025_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_06 contextRef="FIM_S22025_V-10920056_ia">06</iic-com:XCode_VocacionInversora_06>
<iic-com:PerfilRiesgo contextRef="FIM_S22025_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">Se realizar&#225; un inversi&#243;n en activos de corte oportunista, es decir aprovechansituaciones especiales como puedan ser la posibilidad de efectuar operaciones corporativa, opas, situaciones derivadas de las composiciones accionariales, descuentos de valoraci&#243;n especialmente manifiestos. La exposici&#243;n en Renta Variable ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE, mayoritariamente europeas. Las empresas ser&#225;n de alta capitalizaci&#243;n burs&#225;til sinconcentraci&#243;n sectorial, si bien con sesgo hacia la peque&#241;a empresa.          La exposici&#243;n a la renta fija ser&#225; como m&#225;ximo del 70% en valores de Renta Fija p&#250;blica o privada, de emisores de pa&#237;ses OCDE, principalmente zona euro, con una calidad creditica m&#237;nima de BBB- y sin calidad crediticia determinada hasta un 30%, siendo la duraci&#243;n media de la cartera de RF inferior a 7 a&#241;os.    La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el MSCI EUROPE NET TOTAL RETURN para la parte de inversi&#243;n en renta variable. Estos &#237;ndices se utilizan en t&#233;rminos meramente comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">1.54</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpp" unitRef="pure">0.58</iic-com:IndiceRotacionCartera>
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<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.91</iic-com:IndiceRotacionCartera>
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</iic-com:ContenidoFicheroAdjunto>
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3glVVZRXVvynvl5q937Nsk9MzqmlHGptjEbuP3jsGRuYxNn8dRF3j6EJLAKiRZWFzRv48D4g4AAEAlKS1X6K9j33fwKRTc5xSkv5jEJEXvD306BW0kJ7y423k1EwgWfKbWOq3iHhmXxsQvUV1T17+PA+IOAADQ6on7R6+XvvbdYvvf+zNjCIyG+K0uHn86uPTpFJT//kMHFtfXd1dgMslykY3jq/hElE5Oz2OYvreld49qQdwBAPhd+Bjx2cy+t571G7yryLrjG2U1vlvyb1fPF7Gf5ljaL7J2csnK6Wutmig9ibW4h89uN++HUbEonZFTxMi3t98fH8QdAIBfExU1XeE1x3tTsr6hkZFPnH/V0asPv/9K6kJrx7Dikh2uXsgHL6yrG/Bq3w6Pvh5GDSdZXFop/FdP9S+qq3ft/u4C4g4AwK/Jkcuvpq883JuSDY1NrIKSvSmJvG52I1JVY5OYszttzuKAox0Tfz4wpDclSclpEh4+IO4AAPx2nvv4+ft6UxL5yL0MABlaXMJlbIoSUSVlob2IN9AP9D8lHfbrVTwZeW+/JzHxIO4AAPxeKJ3Tofvji7ZdROnxC/Z1GZ89LatAoHdr6SG3WsHbb1CrbZqSJufVq1OMxpFJKakg7gAA/DqERCV9d83o3cp32YWkVu5Rz84rnrL04N2XlrzzFB++se5cMio+bf6Wc70571wrhwM+AYP60Rwysne5eX23mNHn5HF48x4KgLgDADBcqKisOXjxRXBkUg9lNspoBIR+4pop91Tftmdrf+69MnPj6fELlPZf0GEXlm5obDp9Xf+ZoX2bHbnrrAJSx6+++a/1daG/xK/0JJR5BaxGRFYskQVLKKlvGNRG8M7N3+D0/XejNEKjlN5/AHEHAGAEsGznJQ5h6SOXX/dQhkNYhnG6OLOABMnWt2dr01cejohLMzL3nLpcZdoK6pLOz7GOpzT0aHvXSV3brqQpc+LJf60rY2xT0uzBlFZkjJiL+8Po2GshEYPeKSkqXmb7nVDDgmRbDiOS/qckEHcAAEYAG2Q0Lmhidx648zktr8sCBGufyUsORsenK196oWvckwK2tFBYBSXTswtpQQX4Vx1BmRZO/lwzZXUMHVBaeM1xW9ePo0Skp604TLb3kz7+qAdrU0mWl1sXQR0CvHLyR+PIPRTIrK7mMiafCwzJq60FcQcAYATwl/gVQ7IHw/S9jHx7Rded7Fxg1AzZCYsOoMT1J6TbOmY9mEpIzqZPcv9jgdIpDf3/Wl9rmrpCReuFRWNTM5uQVE1tPbqRTFx04PjVNypqut2ZSq6oQm5yTVPT0DRCYnn5/0hWPRRAsi5Atv6uHRB3AACGC3PEzsQmZiCnG2fhxSkqm1tQ2qEAzxwFWuYzQ/tzNw17MHXlvsnSHZc65xNtfP45dM/RM4x7phwtR/LYo8lLlQ+rverO1NPo+KV2TkPWCLk1tVNIlj0UWGHnotfjgAyIOwAAw4spS5Vz8tsmj6+X1tA2sEMJC8eA5uaWquq61Mz8UTNkaHtxll5K53R6MHX0yqvT1/U757t4hzPzS7ALS+0/37b4NfLfOUSkuxyWsUnPHI0jM2OIGqERQ9YIxfX143ucBoOqFF1SNoji3mFpbBp2dnaLFy/m4uJat25dTEwMLbOkpGTTpk3s7OybN28uLS0FcQeA3xkRM5s/8OaplV0ENEciS5+HfvDii42yNyoqa5j4xe88N0eKzDB976TFB2l7HTxCdh6408NZNsvfdPbqepTc0jnwlrbpp6Ts71ZVJ/bTclunNwmfG1tahqx9qhqbuHGmPRTgMjZFZQbdc+8g7rt37w4NDa2urn78+PG8efNomWpqaioqKkji0X91dXUQdwD4bcmtqeU0Jv2PZOmbV0DPVDyj/Rzr+JrsxrLpVF1z89mgkPNBoamZBcwCEuc1MVOXqyzcdmHykoO7lO8K/dkWkhdn4cUzV6HLUyBPPD2rEB0b8yn9B2t7yC/weWzCEDdRQ0sLG5bY3d765uYe9g6iuNNBUs7Ly0tLi4qKJiRQGyg+Ph6lQdwB4LflUlDYMlsnGU9f05Q0eibPHAV2YSnmHWcY9HDqIeHsRiRmDAFp3Bb5m8ht36Jwc8xshXlbzp65bkCPFVNaXs0pKmvpHIDUf8HW85R2oRY3yd1APv6sjafbtKi+wTMnr3+1HYs3fxP/eehbidEQT+n+7jiZaPkzxf327dvIT2/rRHBx1bZO2UH/UbpDyYiICFQJXV1duO4BYISyzdUDKTI3juzxPRk9GxB8wNPvpJf/7fDoLzJdxSEiPWaOghzRgUHfZIG1o1ZEDPpPj9zS3NzCxC/xytiprr6hourr5L/pKw6Pni3PLizNISJDz2xqamYXkY5KSGtsoq5UN9PCbpSx6QSChVlKf7z4KSTL7JqaoW9P1Jj1rSvtdSamtGyulcNPE3cDA4Nly5ZVVlZ2Fndubm7w3AHgF2OUMfHyx/B51g6kdv54l6j4BjLuvch4XHM6wYKWs1Huxrh5+/5HsmLE4HlwZGEzW6Rfy+2cFb4scrTRyT0wPqWzKYmjD7hEZZHPziYk1fBlDLqsgurR09KnAj7ymJju8/7AiqV2BUy/V7cO1DU3cxiRKD+jPUfjyJWNjV3u8skrWOv47ueIu46Ozty5c4uKiug5MCwDAD9OVXVtQlIWShBs3k9drjJ8KlZUVz8WT51yfi4wRLurIIUtFIpjZtvTyzWWjtMUri2Rv86CISyxdaKNyWi4feAxJvsVFMywsGPBEJGqWqdnMmMJWdXVieUVLFhiSFFx1/pbT1VA1BqZOW2Ck5CcLbq+bYL8PGvHl/HUpa55TMjrndyeRMf35uMYJabQgjLGlJSh+vyUJv2DYI5atctdhonJYs7uP0HctbS0Zs2alZf3TddMVVWV/kBVTU0NxB0A+oGaFm70bHn1u7in+nasglJnruu/8438EYOnAz7ympDVPv7oi5dOWdlLW1+XfxH36VRAcOcCxfX1DK2DyPk1dTy6xjNlr0kffzQHZyFqan3g4gtmbQNOYxJnaxzdO+ExrF+eFs63ckC+PKMhfjzB4lqPMxGX7rhk7UyV40dvrc/dNNwgQ11NKa2S+uZRSUMD7e7yMCqWzYg4xsQsuLC4B1OplVWbnN1Q7wGlH0bFTSCa/5Tv+n/fDgfVNzdPIJhnVlGX7UY3nr8cXAdX3Bm+pcvMqirqbKfi4mIxMTE2Njb0H0k8iDsA9IPjV99wiMiMmiGzQVYDebuTFh9ctO38RhmNp+ZuXIYEkWN3H5q798ng366eoha2+9/7/2DFDvkG0JateBwd97+u3r75XFHJhCEgif/HzRuJ9Vkd0gVN7C09G1YDPIOBCaOBCRuWiG4MtML5X9Y2QiocW1oeV1Z+2C+oZzlbuUeNiU98wZYLHCLSy3epyZ9+ijIVvP3mWNrTy2RWV9+NjJlv7SDt6ZPRqpJdIufly2RIQI4zSmMSk5V9A37Kdy1oZtN+qijqyqBacRgReU3MxuHNzFJ79fwAXmICgJEBdXKIk/+0FSocM6jhUHjmKnCKynHNlJO5h2XUM2YwwDPdfTWRYNHY6/WUl9s5I38WCW6/q5ReWeWTl4/8btv0TLQZXlwibN5FpEbfvALkmCOZlvTwEXpkYGL1/pa2qcyJJ0wG+JX6pqf8P/L0GErFMTN7x7ueQuDOETs9fuH+qSsOzdt8dvoKFaljD1GmiLmtZWpGpyGXZCYM/k5EdJd2KNSHByStiBh2LOmgb+Dl4LBrQ/juUntmWdollFXQN7Oqa/5HskJ3mt1u3rOt7Hu5th+IOwAMa0rqG/JqaykUCst+jbTitncArz8msghI1NU3Eqx95qg/YzyllVlSTvWCMX1Y1ZPHxOx9bv4Ca8f+VayhpYU2bPK/LzPzart6AplSUTkaR55AMPfMyZtCslymfMc7IOYVzoVVUJL5mcFta8/kysqepxuie8bCHivZ3NxCmxuTnJ7HJix957k5cnVZMISqTtFgWiiU/T7+L7/0EjpQ39zMbkRCZaabWo8yMt3k7P4qPvGnfOnoS4kqKW3fAots+vw1gbgDwLBG0fsDmxFxl5M7gz5umqkVEqzgoqKlWHMOYWm01zswhlHr5f+0qDFymXUMkcsZ8eUG8DI+oaKx8XlcQpfxx6lDJYYEdNtgwxK7dPVP+gcjTenpN5uUTNPchnZvb7afO/ixsJgJQ0B/rBiCANnmVewndC6+1UeS0nLR3u37b3PPlMst+P5Kdfm1dRO+TK1pX/+qTvNJqqrrxs7bV9/QhGo+v5v5grfDozVCOz6raKJQkKwHFhSJfnmCeiUkYjrZ2qa1RzL0oE5V+2cDbtm5m509QNwB4JeC/ymG/cFrVn2T0Xdfs2JJY0xMtzp7sBkSeObIo73kpNTJb/EWKdTxh1FP9McYmTp9mZfCjCF45eaxGxFX2bvQrW12dn8Tn4jU3DItY/pzLNdMWS493O2IqC5GgYxN9T917VA3Uyi3I6L/dvGU6rQ68zi8mW58m1/skJG1zslN0sN3ItFiMtECdRS4H7xmFpTIa438hdztvMJerUGKasuCIVY3NuXW1NLvQ2PxZg+j4ros/zA6djzBrLther2Ez0c6rVCaUFYxyph0PTTyb5c2DcUmJqMGJPVx9uRAgSrvl//1DV5Scpp839f2A3EHgOFLdGk5kwGecbUy5wzZTXI3zwSETCJachmbjjEhhxaVFNbXTyCYIxVOb31CyPtUf5yRKW0BB+Szs2AJr+MTUeHJ7R5yojTNm55Osppy7+2ynWoC119sdGp7Emuemt7S+qpnY0sLkra3CV2Le1FdPSMGjwrEl5V32HXC/+O9iLagUloRMaqtU3HICUmMyhrLrB2Y/zmfklHQj3ZAnxH1MxgN8WYp6eElJbXNzehz6bQLDIBcb0xiMjqdY2aWuPv7BdYOBt3ETUTO+B73b1SvqYWy0dltAt6CwRC/oJ2/X9PcTPlJ37uYs3v7t2pRV2Nfj4sugbgDwIgBiSwSUCQ3fzzDnLquTxtTpjPTwk7B2w/tZcESkVLTNGj1lecMmjrbWidBP42NR7qPpHzMaxynESmktY+fVlk1yoj0LitH2cefn2wtfPyuvVsw0yIlVgOTxhbK87gEZOp9Xj4qGVZcMtbE/GZYVJd1e5edy2tCnmHRxbNTnZh4+jNVYTMbpPUokZFdyCooaWTutWqPev9aY7W9KyuGoOIbiGrIbkQySExCt5aXcV/FPYk6ykRkNSLufOeFKtDdvHiEc1Y2vYY5NTXohoHamRVLUBuqtTh6w3ZXT+esHPqmlKevRKdOEog7AIxIkisq+UjWlY2NC7eeD4nq6IReCArlJ1OlM6+mZtc7b1rmLmUtZtnL2xzdkBvLaEhA8j3H0p7p6M0ZxmaPo+OL6+qPfQgSMrNBJXc/M+HAEMZuOJFfVEadYfnaeK/7+4tBoWjv/YjYq6Hhu928xxPMD3U1EXD3Oy8krAttHLt84TO4sHg62dolK2cS0WKhtSNt4Dg0OnnMLPmxc/dtV7rdv9bY5eY1Hm8WX1axxvEdOvv10EhOHOlqSAT9gSdS8yU2TkGFRcJmtiwYQm1Tc3emIopLx3yZnBNQULjY1mmmpT26eQyrbx/1LWzbDfejr6aXb2CBuAPAcMc+I2vHO6+mpmYmfomkTmvOvYj7hBTKI/ebfMWz2jx/n5lLskFuLMdr3NQzDzw+RI6ZpbDmuclUktX9qBjk5qO7AnVwZvcl5LEyCUlSxS42dfIxrR2uXgd8/Dc4vptEsmDHEpGASnv5TDPtuB5QRWMjcpwfRcUlVlR0WW3ahBlSShqyMMrYlLZ6kYt3+JxNZ5ftVMWaefavNeS8/ATI1NuSWnAotzFpNI7MbWy6+503qgx9sOUfN+/yhkbk4K9x6OntfErrIE91U5NVeiZykJV9A+S9/Q7+pPns3SHj6dt+MvsRv0C9hD7HLwNxB4DhCPLdtrp4WLkEzt9yrvNecmo6M5bQTOk4Jrz9xEMOLHGHiyfDrefM/BKMfOLcs+T/t+YYhxGRwRDPYUy6HkadKMKx4iDna2Oa5YqqWqYlB6ZgTefgLVc8wEwgmD+Mij3qF4RPTu08ARHdNiYQLXquOfLZ1YPDxpiQ6e+amlh57zv37EdaQ+n9h5mt81hSK6t0YhN2uXnvcXu/wdmNGUOsbr1/vPzycuy/IRH/fm8N63lWDm7ZuegmhGoo1/cHlUOAqLkdkyHhzJfXfdHth5ScBuIO/O4EhH7SJ7iN6I/Q8t9/SByRayl9/NFm+RudC7hm5Yh2NeR98poemyEBud4cRzWnrzyclVvkExS7YrdacX09uhMYJCZN2nqOYfpeJn7x1Xsuy5x4TDvqxHUDBgMT9Me65jCjgYl9OjWCTWxX0Qf98wu/O4IxlWQ5GmeKnGLX7LZR46f6dhc0sT/SIIEFRZZp37yRZJGagTR6LJ68/Z2novcHcQ+fk63j+72Bn2zFhMEvsHYsb2goqa8fhhdAXFn5Xvf39KGYXW5eDhnZfTUC4g78aiiefSaw+uiI/ghWaZkT8RYBYQmr915x8Q7v/YF/77v1l/gV+dNPJy0+sE1JE+WkZOQLflngAiH017GouDTvgOjJiw+e0tBrG6mgUMYq3+BR/NfZJ5LxLY5359nt+29nVFXzdVqF2Tw1XcrzO0/21ILDd7h6hX2ZI19WXj19xWG5008GtomcsnLGE8xFzG3HGFO7CLMs7Hr/wlFYUYlLVk5FN2EXhwmXPn4dZ1/v6EZ70A3iDvxGJKbmpGVRZ9cdUn25ReEWSkxYtJ93rmJcUubI/VBr7VyZLj9m5BNHf72cDN42XGPvJ3Xs0ZkbBs8M25zuyqpa7lltK0EjU6NEZVpaKBFxqcz8Eo/1bDpbYBGUXLrzIt+qIyX1DeNaYz2251lswtnAkD59luT0vNGz5IIiBvhVT4+cPDYs8W7rtEthcxva4h6/0oV9LTRC68uk0iU2TmHFJX21AOIOjGyW71Td1joHQ/7M09Gz5blmyvLMUUQKNXmJ8sj9UDNf4PgO92diSVhMysK/zyOf3dEzlJ7JLixdV9+I3HOijc/E1jVIK6trL9026tJC7OeMpqZmTlHZ2ZvPsmAIHfZucHLb593FhOsPIQlb5G9efYDvvMsvOP7PvVcGo5XqvsxD/1hUTA8p/MtwOzya9oAEMcPc9nNFJYg78Hsxa8Mp2viD7MknyM+VO/3UzOHDBU0su5DU7I2nw6JTRuKHGqdtuP8poR8HIj+dTViKZ45CbOLXjsv4+UrLd6kakt05RGQUzmj3xs7U5Spj5sgz6uE6uMMLrR3bj31fvGWIekvIzReTuz52/j42IcnAsI5hW0i2vuirgQu1rzyKjqNHY55MtMytqQVxB34vxsxWWCNxFSXWSV0zsfSm5/9z6B7/6iPjFyiNxA/F/gJj4d/PWO0z1p4QXnO8/XJ03LPkWISkpq9QYeaX+Pdhb+8ZH8M/M78yKm73vDGtsoo++pGTX9zSQmHiFx87V3HupjPodvLM0H7BlnM274I62HnwykpVC37dfeZ5bMKZgGDUI3HNyuE0Nq1qbAJxB34jVuxWYxGQFFl7orGxWfDPY7SIVHT8QxNW/qP+UyrW1EJ5m5CkGhRq9Lm3XYfGFgrt1ZtmCoVB3yS7sHSgKmPh6L9b+e68zWdHz5a/8dS0l0flFZYxPzNIbxf63Do9c01rwJbaugaG6Xsj4lJpy1XX1NYzC0g4eoTInHhMtu84s3DB1vMKp7XhWu0regmfUT9ppoUtoyGeofv1skHcgV8TiaMPsOaeSGhofyVlVe33RsalLfz7/E+p2K2wKGYsgd2IyIghVDc1NTT39KzvfV7BaBNT5BTT5jXjAiIYX2AGo1bnNTHuflG9LNzc3ML44HVU63M83/wCptbovrQIJykZ+aOEZeZtObexdc0jBOo8RSekn7ymp2vs3MHO0h2X3gfGwLXaV3BJKWNNzITNbPsddhjEHRjBrJO69j4wtqGh6x7r59Rc5NQPfa288/KZscTnrZFPZpjbTiFZbXXpNl7rSjsX1eCQWRZ20l6+8i5eLAr/Mj3Rm/xAfzg0L8ujt3tdvRPKy40+J+928/LIyY0uLUP57n6RfyzczyYktXynavvyN56SNJ99nWCTkVM4a+NpFkFJ2kqnQJ8gp6TzmJgJkG2QyoO4A78dSLsTU3K625uTX/K/ZYeGsj6nAoKRt8WCJUh+CfP0l6MrmxFRytMH+fInunrLhgdrKkK2OeDj75yVw4MzZX2sx/UGp+riMxyal+2JHrO+iZpXILr3nP3ytuRtHTPUA1A8ox0ek+L78Zugu8+xjmduGNA3/YLjxs5T3HPoLlyo/cA2PZMbZzrN1Mq8d4vqDaS4d1g9tTeZHfJB3IEfhGumXFV1twsPlVfW8MxRGMr6CJnZbnH1vBEeSQ8MsP+9/y4H95lkm78cXOdbO+bXUp9zPoyKK29oc2YZ3+CYDfAaoZEkp4AxhnhGA3xZw3Dxc+dtOcd87v4GQzMOI1JaZVVaViH3bHlmfgkmPnHp4486lyfa+MiefELvSNm4Bv1z6B5cpf3DhfoclTSZZNnvWZ4/6rl3qdedxR08d2BguaVNXrTtArOABIXS7aOmpqZmFkHJIfCw6APqEwgWebUdp6ytlPyXwZA6YM2CIU4gmCOhZDLEv8umPvvNr6hmeGXE8Nb4YVSswJ/HlkhfFX1uTBlO7Tzzgf5qPdOJ2oYobekUwCYktVnhZneFn+rbcs6U452rSNvUwTi0d+SBPuGdm89uRKItTwjiDvxGLNlxacoy5cPqr3oQdwSroGRD3+eQ9R6rtAxmDJ4WsLC0oWFMVws9i6w9sVjtmUt27hJbRyYM4ciHoKW2TjRxP2tsx/RMn0Vb/3F03OQlB/9YqHT5Pm5YtfOyxxihF8aMF+61OvJneefu26tyv7vCqBfFKig1bv4+2qbi2Wc3npDgWu0fgQVFrFjiWLwZSgxrcefl5R03bpyEhERWVhaIO/DjLN+lGhT+/VkEyIssq6gevGrci4rZ5OLOjiVOJlry4MxGGZl26j20oO7FzoNatE3//EL0f9/7D7SnZMrmzjzPsZyisklp1JWdUW27DAnwExHTMZn4HMt87FZ+UZmY7A28tU95RU1P38tONQ4RGVp6ttjp2zpmcK32j/DiEmYMYTSO3H6l7GEn7jQKCgouXrwoJibWIT8iIgJVQldXF75OoPcgPze34PsX/dTlKtl5xYNXjXOBIQ+iYo9+CFxs68hpZEoLP9uejOxC7llyq/debp+p+jHsUTT1UeRmQ/OVT43YhKUY+cQ5RKSHYTtLvCZz62A4lW8QbX0EVh9Nyfh++Cou6rLXpThLrylLlTNziuBa7R/xZeWMhnhOI1I/Ag8MtbgjKioquLm5wXMHfpCGxiZ2YemWlu+PTs9Y19N0mh+BBUugRkg3ItEnMxTWffNoN6+w7HNaLtbMc8HWc8JrjqMcsp0f8s3ZhKSmX3y0xdl9nIkZmwF+j57Z+AX7dw/XKSVHsDasukYTj91ZtvMiq6Bkc/P3g3OJrD3x4JUVi5Ak3YUH+gHSdHSBsWFJ2TU1w13cy8rKrl69unbtWhB34Ad5HxTLLtQrP3fRtgsRsakDXoHGlhY2LDG3phZ1nF2zcjsXkD/zlPZeFXLJ/1G+yyYo9beipsyJJ8t3q6qovuK78gwduNLeZZo25qH5O9QLOXr59fBs6itkF0Y9k02PsVyicsgT780hU5cfQs4710xZ+itOQD9IKK9gwuBZMISS+oahFneGb/luJg8Pz44dO1JTU0Hcgf6RlJYnd+qJ6h2jsJjkBV2tT9Sl0OCt3w94TdKqqmixznXjP5U0NHTpvVo4+aOEwOqjksceTV95hHuW3Nh5igFhiVHxaTOkrrxOSJyz6TTybQ1IbpMWH+wynuJw4KqtB+MLDK5d0J7vcv+VleKZZx4fonrj5gPdUVBbt97RjdGQUNfc/HM894ECxB34/kVi4cUpKss7V9E7IGZD77xCiSMP7r7sYlm4fw7d3X9ep69jQYu3XaSNBfnkFfSwUGdw5GcWQQlaSYmjD49ffYMSypde8K0+XFFZW1RSMX6BEsnWl1NU/pSGXmpmvqNXKPo/PNvczTeSWUCiuqYOLr+hJ72qmsGw/3d9EHdgxIC3ei994hESdxvXoD0qvXo75qm+3cwNp1BCTcsYaSgtM6+whJFv73alO+duGij1WuIzc4rQUbV1VD9dMzx6g1MX4l5TS42haEByFz/yoDs7FAqFXVj6nq7l7kNaw7/NSTa+MHT+s8isqkaeO4g78Ovz6I2NqpYxh4i0Pslt//nnvVTkUTNk3N5HcM2Uu6XdNgnd92Pc/C3nuWfJjZklt2KX6neN3AmPnmNhf97ei2OGHDOGwGiIH4MzW/aGWF3TcfnNiYsPsgpJIlf35LW3PRjkmikrc+IxuvEM/zZH/ZWE5Cy49n4KFY2Nu955g7gDvz7nb2G0DewEVh+9oW3a+1cfxeSuI4+bVVASOcu0nNPX9WVPPZm54fTsDaeRzl6+b9KzhdmWdlNJVmxvcWw3dfhMLPzzi0YZk5iXKPkExqK9jY3NRy+/2aNy19UnUnT9KbU7RgTr901NPY2TLt2pKrr+pHnroDwADBIg7sCIYZfyXaKN76o96ocuvbzel1cfkfvZ/lX41XsuX2tds4JCoUxeojxH7EwPx36urGTBEgJSsxjeGjHq4RYRrKiC3tTMxC9+8ppeUHjivM1nUWdi3HwlzpmyqJdAG7fpmWNX3rAJSQWGJsB3CoC4AwD1dVM9gtv0FYeX71J7omfbp2PNHD7QYl01NbUgb53+AlR9QyOzgER8UrcjD145eQusHOM+Z87eeFpAx0jFiDpJJq+wjFNUFh3It+oIEnTaCt1jZsvzzFHsTWXU75mMma0AXygA4g781vDMVWDmlzh704AW4vEF1gnpu3YfB6x9gmL5Vh1+5xsZFZ9Gj2xF42+l25OXHPhT4srewx2jppzyD/7HzVvFN9DTP3qj7PWNMhroP8qPTkhHDnt5ZQ2HsAxf62pECB1Dh16uDfIc67BR5jp8swCIO/BbM2mx8jqpa/vP64gfoYqvb3Ac5wzZvsZg8fKPRo72xdtYB4+Q7ftvt99l5RyweNsF5HdPXvL1JR33nDxOHHV1pNYFkkJItr5yp57YuwfTFuP2+BAl1qryC7ac33HgDnxHAIg7iDvQZzhEpC/fwy3edrHzEm59Qo/gunO/lsIZ7eP/vumwq6GxCXUOqOPgYZ9aWiiNjU1vE5L+dHAxS07XDAxbduqBtoHd+VuYvMIydmEpob+OvSW862GyIwCAuIO4A9+hprZ+1AyZZwZ2SHyNzL1+6FoPjGERlGARlDyv2cUKpYfVdMfNV0LO+3Osw7gFSrvcvG+FU5cbfecTwSoowSkqe+AidfLleunr3LPk9qrcW7FbDb4dAMQdxB3oJ1m5xdNWqLwPij2srttz6PbemOo5PldpedWY2QonHpiw7LkwlWRFTKaGypA8+hAJOvL3UR1oxdZIXN2lrPXaxAW+HQDEHcQd6CeRcWkLtp4fghPdCouabWmHegmM+64wvjJiMyTUtMbvnS122tDUvX1JpXM6outPegfEwLcDgLiDuAP9hDZNZZCMF9fXTyZa7H//4b/WyOzMWIIw0UqYZMlkiOdsfe27uLSSXUSaFlSAzoGLz5n4xeG9TQDEHcQd6D//PsTP2nB6MCz75hUstXVuXUGJPNvSfizeTDMyejLJ4g+CORuGMPmJwY0npCPqr6atONzhQJKtLz2SAQCAuIO4A/1B/vSTa4+JA262rrmZ0RDPiiVkVFcLmNmImNsut3XOrm5bFYELQ2Ted5VdWIaZX+Lkv3rwLQAg7iDuwADDJiTl5R894GaTKiqFzbt9xzW5snLan8cevbERWXNCTQuuTADEHcQdGFAam5rZhaV7DsLVP9xzcsWc3b9brDcr+QEAiDuIO9A3Pqfm0lYfHXAMEpOUfQOghQEQdxB34CdAsvVdvedy78s3t86EL61v/K6//ZfDu50/ECkbAEDcQdyBfoKEetLig2JyvZ0H6ZyZs8LemcEQj/7mWzu8iPtk/DlFyMym8zqeZQ0NrFhiTGkZNDIA4t5ViW9Xwe4hs6SkZNOmTezs7Js3by4tLQVxB3rlhje3sApKdV7tqD2JFZUiZNvZlvYTCRYTiBbMGPz7vAK37NyJRAs2LEnQzGaUselMCztmQwKn8df47ymVVVNIltDCAIj7dyT+u5lqamoqKipI4tF/dXV1EHegNySn5wmsPtrlrrTKqhnmduPw5ClESy5j8gSC+Sp7FwEz68LWt41ojrmwmQ0qg09OHY0z3fbOi8fENL+2bZVn79z8dY7voIUBEPcfFXdRUdGEBOqiM/Hx8SgN4g58l+y8Eo3HxHVS17rc+y6L6puvd3rHjCHEFJfWNXecToPE3S6D+gYp5b//2LDE62GR002tNrdOj6loaFxu57yv9a1UAABx/yFx5+Liqq2tRQn0H6U7FI6IiECV0NXVhS8DoCN36gkzv8Qayaudd50LDD0TGHLC/2NDS8vz2E9dHo4c9vLGRlp6LN7sbkR0YEEhV+vITGxpGbolKIG4AyDuAyvu3Nzc4LkD3+XqA/zdlxYdMpMrK+W9/NiNSEidLwSF9tKUX35BYV19C4WCDlTw8jNLTZ9j6fAm/jM0MgDi/qPiDsMyQF85cvmVHrHjsPjb+M9cONOldo6vEhLjSsv7avN/plbMGOJYE7P9PuC2AyDuAyHuqqqq9AeqampqIO7AdxE/8sDaJbB9jn9+4RIbp8vB4f22KWxmu8DaUczJ3SUrB1oYAHHvSdbb00NmcXGxmJgYGxsb+o8kHsR9yCgsrjCx8h6JNV8jcdX3Y1z7nPtRsUwYwou4hH7blPB4//wHDgeA38tzHyhA3AcDA1N3ViHJG9qmn1NzR1bNZ204FZ/0TcD0GeZ2m5zdI4pL4WsFABD3352n+nbj5iuxC0ufvWk4smrOLiKdkV1ISyv7BKywdR5lRMqproXvFABA3IH/dhzQemLkaGzu+b9lh0ZQtatr6tiFpZqb2wIHcOFMp5GtNjq6wxcKACDuvy/lFTWJKdQHhsFRSSx7LrBi8OvsXRlfYEbQR4iMS5u3+SwtXdXYxGlsCoF3AQDE/XfnlIbe5CXKKKFjaC96/O44vPl4gjmDnkle0ciIk0WhUK49Iu49fJ+2GVZcssDaEb5WAABx/92RO6XNIigZk5h+XOPt3/rmZwNDUCbbcwzOM3hE1H/rvltMfOIr/2mLQXQuMETQzAa+VgAAcf/dYROSWrD1/KTFB5nkr7AYEh5GxaJM9qcGk8/en7Hu5OJtF9FmRGxqPyxfuW/CM1fx+JW3g1p/mROPcBZe2NiExTaO18MiTwUE32/9CAAAgLgPd/QSkuS9fNcPQmBCn6DYacsPe36MW6p0a8orHBOGgM6F8rc7uTEp/Ttx0QGumbLeH+MYZdSwFh6vcC4vsA69tEyhUDil1EY9MZijMbhRgBZtuxASlbTU1nkKyWoi0WIc3sw+Iwt+qAAA4j4CGI+34MaR2bGkZsp3nhRqhEYwYvCTiL0NPn7imt6K3Wrng0KYDAkcRqQ/COZv4hNR/v3I2DFn7smf1l687cIqWQ0GQzyToCSzgMSY2fI5eaVZeSWU79UkO7+EURfLa2TKeecl80tsaObAT5yvrqkbP1+JiV/iQ1YemxExr6aW25jMZWTaOegjAAAg7sOLkKKSysYmLmPT+uZmfrK1fWZPPmlsWdlmF3cV36AZ5rY9m/UOiFZR1z15TU/hjLaRuScv3szgU1J7tTZJSpn3mmDu6E+29+PddpZJ3yShrELrhcXU5SqMfOKMfHuVL76klWxsacmsrqYfWFrelvaK+MSojzMKjmbRfIHuDTi/sAFvnMLicq6Z8sp3jVbbu65t7dacCwxZbOMEv1IAAHH/yZinpocVl3TO1AyPzq+tJSansWKJit4fxuPNUf5Ke+d7kTE9WJP18mXCEGzTM5EP3tnHL67/ukTRtn2avPMUkc+LnHEzvwgeHLnp2/JeufnrHd1Q4nNaLqPkxT9wZKfM7JL6hojYVDffKAvHABZ+icPqr0rKqvQ/JbUuQVceHpPyv2WHWAQlkVPf2NT899knXLpGcfnFDM8NWfRwp3D2A956UUlZTG9xLBgiI4aQXlUNP04AAHH/yVilZyIFZ8YQGDH4tQ6uQYVFtyOit7h4oF05NTVbnT3YsMSDvgHMGPxYvNlEgsX5oBCaW/ostqdQJ0hkacPNEwgWIYXF9PzAgiLquIohYb5124j5n3uvMB69xWOA58eazreyF7Ww6/g15xWwGxFRIqu6ZrapzRSSpaiFPaMhPru6hlZAVcuIVVDSxNJbL+HzZIIlC4bAZIBn0MVwz1Vw9AgxtvBiWnf0j2eYFgqFwQDP8cZ4kormwLZhTXPzNhsXlldGOrEJNU0wDgMAIO7DACTZSNl3u793yMhCjudKexeky8xYQkFdHRJQ9DfHymES0YKYnJpYXjkOb05OSUNHaUXEqAWFPo6K146hSvw2Vy9Ucoa57eXgsMaWlsSKymmmVjT786wcXsZ9XZXCJ6/gL/t3Ml6+bFjSrtNPmAUkGfnE/7j5YirRapyJOQuWmF5V1aGGyJHnwZmNNSGzYgmobqf8Q6YQLScTLUOKvt4zLt7GPnhtxXfjBftBDSbFf5nk1Nnf4ib+q3NE/dXYB2/Yn+jPeoVH3YEzgcHr7FzRvQSd1PNDVJcN8jYh0SMnr09t6JtfgG6N4x/rw28SAEDcfz5IH5kw1EeXV0MiPrY610iRhc1tI0tK51o5vM/NH483R4J4JSQciXvGt0MNyEfe6eaF1BbdBk4GfFTw/rDf15/L2JQRQ5hMspxjZT/ziwOuGRG13dWTfiAuKYW2StwqG+fFqtrH/31j4ej/P5IV6jEoen+Y0s3TV2ELGxFz2wtBodtcPdHNA+XIefkRkr/OibypbcoiIMF4/xWztKrk0Yco503C5/nG5DGvjZn0TJgM8fu828KgI32fRDBfeO4x2cm/S2VHbaLiG9Cnllxu48T0Fjf1qSH8JgEAxP0ngySSG2fqlJXtn19Iz1xl54KkraG5ZYerJxLopbbdPg+0Ts9cbe+CpFYzPPqU/0eUsEnPQv61d17eJILFeLxZZEnbO6VOmdmoc0A/EJXXCI1sbm7hfvCGRe1RWEwKun+grkNtU/PDqLid7zy7PJ1NemZEyTchFdHtZLqpVWl9A20zN7+EaOMz3pjMvfX0jSfUFelCikoYDQmsulhW9UdrbJ3F3X3a+gEtFHYjIupnyDwj1NU1dDjRIhvH9U7v+rpI6XprZ8Y7L2c/AXEHABD3n43+p6QJBPMOmXvd39NeCpX09GEyJIg5u3V3uF9+AT/Z+tiHIKTdW108Flg79hDPlteETE6lDuYU19ePJ5ifDgxeuuMSi9K/DAc1amrrC2rrJhAs+lr/d9m56J4R1ar4t8KiRM3t6pqbRxmRrmubhkQl0co4xCSxLFJiF5bq8DwXbS56iRt96OYoUdkluy6daBd1Et2ltGPiZ1vaI5XnJ9vU924io7CJBduao/vOPoPfJACAuP9kxD19Tvl3+07/Ub9AATObv109uyvgnpPHjCXcDo+OLi0bZWyK1BlpdHeFD7z3PxMYTHPAJxMtkMSvkbzGIXd5zlNsU1NzZElp/wKwyHj6EpOp9wzUw2DBEJAiT+n1nPqz/sGM2vq8p+4wGJowvDaqqmmr/HI7Z7uMLNSTYDcisWNJZQ0NPRgpqKt7EEl9AZXTED9+1ZHdylrwmwQAEPefCTGFOq8ROb8/YkSAbKP6MayZQmHDEpkwhJbu3yQy/JTEaWTqmZd/IzzqXGvPQPDPY88CI+S9/VDaOStnW/d3kR446BOADkRn5TAi7XX3nmFht9+nt2PlGdXVvDgyH9n6anAE03PME722yfiCZjYplW1PdJfYOLV/ZtsZ+4ws1IyFdfWMBiZ7Ve7V1DbAbxIAQNx7S051zUJrR6QgSBnb5yPdUfD2vxAUWt7QZ03RCItQ8PL7wYo1tbSpOb+ZzUTid8ZVxpmYMxkSmDD4c35B62WusQhIOKRn0R60Po6Ok/L06UcFCMmpyOVPKKsQIFv343AOLAndFVDrsRrgrz4zpWWOwZHLGxrpPQNSa8+gO/Q+JbFgiC6ZuZyvjYk2PvCDBICfL+4dFkqlUVJSsmnTJnZ29s2bN5eWlnYo2eVq2kMg7mLOHhxGRAZDPAuGcLDdLI5LH0O5jE3ZjUjtJ418l41O7kgKx5iQjT+nDFQNF9o4rnNy67kMcvCbWlps0jP/krjKO3ffkh0XAwoKV9u7UgeIPN7vcvPux3nrmptZsAR2Y1L/xP1Z7Kd1DtRqj8UQ+ZSuu+Xm3QqPYsES6QW2uHj83TrfvwMPSa6Ml+6zndH6x817EtHiamj4/zRfeXQzsRIAgJ/guXfQazU1NRUVFSTx6L+6unqXZYZY3JFvPJFg6ZqdW9/SQk5JZzMibnP1vBMRLePlezYwRDsm/nRA8JPouO/aaaFQKhobM6qqkYUlNk7ISFZVzUBVcpGN4z/uvVXnrYq3jC2oDnt8WflsS3uahjpmZvfv1GrB4ReCQui+dv+YQ7LhOXhjGtmSFUtgwxLHztt38poeyn8em7C/q2kzHAYEFj0cg54JKozEnQlDGHtNJyo+DX6QADBMxV1UVDQhgfpKTnx8PEr/XHFfauv0OCZuobUD8rLpw9mbnT0kPXyOf/iIZOUvB1eXrJzbEVHMWMJe9/c9e82MGDzy/ZmxxM7vf/44SFsrG3srr0jc3/lEoERuTe0kgoVFWgbyvlMqKn/iZXTB/yP7wetTSJYfC4uXE22mLFNROqfT0kLRtPPa2FWPhPmp3lVDO26xE7tdPCNLSn3y8yf9dSQnvwR+kAAwTMWdi4urtpa6ijH6j9L0Mry8vOPGjZOQkMjKyhpscUeu4kIbR7/8Ah4T8qWPYSvsnL1y8ul7/fMLV9m7yHn5jcObs2CIgfmF0aVl8t5+/OSeVoRAZUQtbBspFM2IqIfRPzm8+Oq9lwNCqS+sFtXXU9+AxRB6mE0/NBgmJrGoPeQypg67L91xabeyFoeI9IQFSowLFflNuxjwYXqD84tKmrn+pJNXWwAyNiGphsYm+EECwAgQd25u7va7CgoKLl68KCYm1sFCREQEqoSu7sBECa9qbOQ0Jk0mWagHhyPfXOm9/1i8WVHd1xhbebW1EwgWy2ydNru4jzVpezOI6gL3+DzzYlDoJqfhskDz3E1nYz5l0NJJP9Vhp4NJTGLUNxmrh99//vmynap46/cKZ7QnL1XmnqOAejwNLS3tC1c3NTG+xeUWlC7ZfnG9jMbOg3fzi8rZhaXh1wgAI2xYhk5FRUUHxf8Rzz2goLBz5qPouD8I5k9j4sfjzUTMbdmwJNZ2z/doMBoSGAzxkp4+wl/Wb2uhUNiNSB00qD3yXn6n/YfLMnV8q46kZxcOq8uorrmZ/fZL5s0nuUTlxs9Xot17Kqtq9xy6PxpLbB9DGJFcUcn4+G1jU7MOxoFzphybsJSnXzTfqsPwawSA4Svuqqqq9Aeqampq7XeVlZVdvXp17dq1AyLunrn5SKArOo1Tv0lIPPIhCDmSSNNjy8ouBYe9aBdyi0ZDM3UGItKjsvqvhwuQv87O7szOd17DZz2gsfP2lZZXDbcr6ZmBfVR8qq6xM6uQZMWXR82b5G6w338dVFjUvqR+zCemp9THrWT7D6iwyNoTV+7jD6u9gl8jAAwLcWf4FlpmcXGxmJgYGxsb+o8kvn1JHh6eHTt2pKamDoi4/+ngOsqIlPUlYm1KRdWdiBirtIwrIeF3I2MaW1r6Ol7BgyczGuLvR3Y9no46AQllFUP83di+C7r6AN85n0VQsmm4BsV18gplFpCgb5aUVTGpPXobFuuSmon6UrQv5Yij5yjNFyhRVVPn4BEyfeVhBr69ypdewK8RAIaR5z5Q9EncqW/NYIkLrB2DC4tV/AJX2LnMtrRnMyIyYwgbndz6NGmdTlpl9T/u3qZdvXGDbhWolzD0QcYv3cbyzlFACf7VRy7cMuRfdQSla+saOESG7/B0cnr+BmmN9jmTrj/fbeM8WRvD/ApLTKJ+Ncxqj3gPXv86pNPaf2ppocCvEQB+a3HPrql5EfdpvrXDbjdv3OdUMWcPahgTLKmkvl7Gw4cZS+ifuCOOfQh6m/C5cz7qH/yPZDn03835WxjkBc/bcpZNSGrsvH2sglJj5you3602YdH+EXSFCWhjqFN6DPBsGs9oQYwZXhtNV74Jvz0AAHH/hnlWDoyGBGkv3wM+AYwYPErLefsh5/2/1tnouKTU9uvP9YnLweE8JuQbYZG0zbKGBlrcc9rsySFukKqauh0H7qhqGfGtPrp0hyrvXMV/HxH2HrnPJiTJKSo7gq6wv5U0GabvHSWtxrT26DQDUlBGHqMuFrx0AABx/wYk30h/01pXGtrq4rnQ2nEAZeJ+ZOwoY9Kt1vgzLRQKH9l6cWuoRdOUNBlP3yFukAMXnjPzS9CXOmpubpvJM3nJoa2Kt0bQFdbSQgmOTOIUlZG7+ILpLU7c2oXtmQH88AAAxP0bfPMK6JPTUyuq4srKB7AObxISWbFErQjqotURJaXsRtRIjVWNjdzGpvR1KgabjJyisOjkMXMUWAQlVdRe1tV3jGh2T9fSNzh+ZF1kTU3NjHziUQnpDPrUt3wFD9+BHx4AgLh/Zb6Vw58Orso+AYNUB1JKGqMh4W4kVdw/5FNjck0hWQbmF/GamBFbVz0dbGrrGliFpP5YuJ97ptxzjGPjL7ROdGDYJwqFcvCGnuz5pyVllfDDAwAQ96/wka25cKTj/h8HqQ7klDRmDOFaKDVsi2lKmqyX70o7F934T+sd3YamEYpKKnjmyI+eLb9gyzm4NAEA+C3Evbn1JVImDKG2ebD8WXxyKhuW+Ke9q1dO3sOoWNWPYTKevgd8Puz38R+aRoiITV2w9fw2Jc0l2y/CpQkAwK8v7jbpmbRo7OHdrzL64xTU1Z0OCOY0Mj0TELLa3vXoh6Dldi7ovNv7tchRP3DwCNlx4E5pWVVhSQVcmgAA/BbijhR28Hx2OpZpGah/cNgvcK3jO2JK6mDM2HtmYC+w+gi7sMzSnaoRcWn0/Jz8ErW7xsqXXsJFCQDA7yLu2jHxZ1sXDh1s3mXnMmEIkh4+fGTr1MqBjN/S1NRMoVCqa+p45yhyispeum00cfEBldaAKqHRyZk5Rav3XmXkF997+D5clAAA/BbiHphfONXUSic2YSjEPSuHCYOfSDRn7XG56n5w5oYhw/S9rEKS7MLSVdV11O6IaxC7iPQpDT3eeYrrZTS2KNx0/hLcHAAA4NcXd9v0LDYjYnchvbqjvLIGecdh0cl9OsopM3u0CYmPbLXUZiCXvzCx8hZYffQt4d2qPep/LFCi5/PMU+SYIT1pyUFmfolJiw8i/x2uSAAAfhdxxyYmH+j73HZjCy82IamTGnq7le9q6pB/biuf1tAbM0ch+lO6qZ3v+nZxtVbvvaL1krpIyLzNZ5G+w1JEAAD8RuJ+OzyaNve891RU1e44cGf3QS0WfklmAQkmfvEHr63r6huVzunQBDQlI//DEL7nKSZ73fZdT9Pzb+uYYc084XIEAOA3EvejH4LeJCT2fHhVdZ2jZ1jsp0za5lv8O3YRaSMLL6SYDh4hWi/NWYWkJiw8wCooqYNxQAUUz2hPW34oNTP/hZGjo2don6qq+czs0KWXuw/ezcztOIrS1NRMDwLTPpNFUKL9xBgAAAAQ9/+mm1o/iorr4VgKhTJh0X4mPglGPvH5W89NXaFyS5t85b4JvQAS3HM3MWul/t2+//afe6/GJ2Ueu/qWmV9y/pZzSO7HL1Aqq6h28+lt54BVSJJ7ptzo2fIvjZ2zcotpmS7e4enZhbPFTh9S7bgY7Gu8i+j6U3CpAQAA4v4NsyzsOqzT1oG8wrLRs+Tq6xsv3TEaJSrDLiTFzC/x4LVV55JJabksgpLLd6luVbx1QROLipk7+I+aIfOPyl1OEZno+PTK6tqe61lUUjF23j6UuHzPZMqSQzxzFWn5U5YoL/r7IoeItPTxR+tlrqHbDJuQZFRCOtqlfOmF/OmncKkBAADi/g1jcOSyhoYudyGFPXHt7RyxMzTXGLnwNbX1/iEJ7n5R5ZU1ncvX1Tcu33WJY4YM10zZ6IQMsr0fOuTMTQMmfgmky0iRT2roFZX0FNbKySts9d7LKPEx4jO3qDyrkJTImhO7le+yC0uNnq0wcTF15IdDRAZv6b1it9omuRsvjJxmbzyN/Hq41AAAAHH/SnlD42gcucuhGK0XFsz8ksjvHjtPMSDsU+/P9ZfElWU7VSuq2px0lHgfGFtVXYd8ee5ZctceEno4lolPXGTtCVqaXVh6xW7V+VvPod7A1OUq/7UOrytfeolyGpuarV0C/1G+y8gvjjoT9NEbAACA4S7uHZbGplFSUrJp0yZ2dvbNmzeXlpb2kNlLcffIzZtq2sUAS0pGPiP/3tV7LlMG7lWjN3gX5MI/0bPtrkBZRfWY2Qq1dW3diMPquhFx1CX9/li4/4ImpkPh2MQMob+OzVh3Ai4yAABGnufeQdzV1NRUVFSQmqP/6urqPWT2Utz1PiUtsnHsnH/+FoZ/9dELt7ED2BY4S28WAUnUIeiuQGBY4vJdqp3zPyVnV9d0XNuvvLKGkV/i732acJEBADDixV1UVDQhgRonID4+HqV7yOyluN+NjLkc/HXAuq6+8ZSG3sRFB5j4xXVNnAe2LfIKSuVOPUG3DZTOyi0WXf+N0+0VECV78smyrsS9O7YpaYpDrBgAAH4Bcefi4qqtpY5lo/8o3UNmL8V9i6Xj30+Mj195e0z9teyJx8x8EiwCEmsl/32Ldx2M5jCx8t537hnNSWfmlygubXu4iiV7MPGJMwtKYMjucNEAAPBbizs3N3cPmXQiIiJQJXR1dbu0P+ehAefaY5wzZbmof3JK53Set76FNEg4e4UhdxslMGSPPxbsF11/kpYvdfwhBOMFAOD3FfcBH5YZYtx8I8ctUIpOSEedgxlrT7AKSZaWUwP/7jxwx87tI1wuAAD8puKuqqpKf3aqpqbWQ+bwFPe0rAK+VUdO/qs3b/NZa9fAlf+ofwih3pb4Vx9JTMmBywUAgF9f3Bm+hZZZXFwsJibGxsaG/iM17yFzeIo7gmTnO2a2AougZENj03ppjVEzZLlEZZkFJMorquFyAQDgd/HcB4rhI+6FJeVbFW4dUqWOsFs5B8iferpqj7rSeR24VgAAAHEfweIOAAAA4g7iDgAAAOLePfr6+sY9oqurazwQgB2wA3bAzu9gx9zcfFiIe7/vQmAH7IAdsAN2es+wE/fIyEiwA3bADtgBOz9oZ9iJOwAAAPDjgLgDAACAuA8aXl5ekydPXrRoUWxs7Nq1azk5OdetW5eamgp2hqGd4fahOl7TDANzVYOd381OVlaWmJgYNzc3uhp/5DocJnaGi7gvWbKESCRaWFiMHz/+5s2blZWVN27c2LlzJ9gZhnaG24diZ2dXUlLavn373Llzx4wZ0+XyMmAH7Hz3riAuLn7x4sWKioqrV6/24zocdnaGibiPGjWqtra2rq4OfTD0YVBOeXk5Ly8v2BmGdobbhzIxMVm9enVmZuYPenBg5/e0Qz9w7NixhYWFKFFWVtaP63DY2Rkm4r5gwYLk5OT2Hyw9PV1YWBjsDEM7w+1DIYKDg1E/ICAg4Ae752DnN7RDPxC5/z8yyDPs7AwTcbe2tj5w4ED7nKNHjxIIBLAzDO0Mtw9FIy8vb8OGDTgc7gfHXsHO72anc2DEfovy8LLzHwD8KtTX1ysrK//4gzWw83va+cUY1s1RVVUFdkaKHWgcsAN2hpWd4SLuUVFR8+bN4+XlPXz4cGVlZb97ImBnCOxA44AdsDP87QwXcf/rr7+ePn1aUlKiqam5bNmyoqKi/n0esDMEdqBxwA7YGf52hou4c3Jy1tTU0NIGBgZz587Ny8vrx+cBO0NgBxoH7ICd4W9nuIj7okWLwsLC6Js6OjqzZ8/ux+cBO0NgBxoH7ICd4W9nuIi7ra3t7t272+doaWn14/OAnSGwA40DdsDO8LcDk4cAAAB+QUDcAQAAQNwHjZKSEjU1NVFRUW5ubi4uLpRQV1cvLS39f3tXGxtF1YUlSgulFKFgq5LKR1soH5UPLdZK1bYEFVNFVKKGSKNiYySaWrViKYqgUYNKBYv4R1CjiEAppZGijW/EJgUDCAViFawtRoXyGYSCSN8nO76T+87uzM7s3t29OzxPmmb27syz55577rnn3rkzhzwK8lA55CGP+jyqOPe8vLxHHnlk7969pz3AAT4WFBSQR0EeKoc85FGfRxXnHhMTg/HKMHzFxsaSR0EeKoc85FGfR63Ifd++fdpghQN8zM/PJ4+CPFQOecijPo8qzr2jo6O0tDQ9Pb2XBzh49tlnDcMXeRThoXLIQx71ebhbhiAIwoXgWyHJw7dCkoc8LuThWyHJw7dCkoc8fCtkyMAXvEURD5VDHvKoz8O3QpKHb4UkD3n4VsiQgS94iyIeKoc85FGfh2+FJA/fCkke8vCtkARBEEQ0QBXnPmLEiIqKil27dpFHfR4qhzzkUZ9HFefe1NRUWlo6ePDg9PT0OXPmbN++nTzK8lA55CGP+jzKLct8//33ZWVlaWlpQ4YMee6557Zu3UoeZXmoHPKQR1keddfcd+7cWV5enpGRQR71eagc8pBHNZ6L4oaqrCeAiYsQNB62V5RCaecewSd3g5fEgPb29ry8vPj4+IkTJx44cMDp5X369CkuLt62bVuQYqxfv75///5jxozZvXt3bm5uz549x40bh9mfIxJZmWJCpGrXGI9+IRpo/PjxcXFxEyZMCOA+myzjOX78+Jw5c4YPH45279u3b05OTnV1dQA8suwnRO0VME9DQ0NycjI6V3NzM7o52gtdLIDOLs1+XObcZT25GxsbO2PGjNtvv33kyJEJCQmX/A8BV2Hq1KklJSUnTpx44YUXpkyZEgDPwoULhw4dmpmZuXjx4gDe/6kBHanWA3TOpUuX/vXXX5WVlfDvjkhkZYpRzbmrZjzdunX7559/cDB69OglS5ZojQXBImU8qBEEgBjvvvsu3PGaNWtSU1MhmFMeWfYjq71k2Q/60SeffLJ69erExMR58+ZhvKmoqAigs0tzPur4cZ9wyiPryd2VK1dmZ2e3tbXJCr7gTA8dOoSDY8eOIdYIjOfChQuIDh566CEwTJ8+vb6+3ilPTEzM2bNnOzs7QYh+hRKoC/G7UxI5mWIkNbpbjWfgwIFauI3wVhPs1KlTPXr0iJTx4Kd1MSASDiBeSkpKAEYoxX6kPaYvyX7Qj9Cnzpw5g2sRxmlznQA6uzTno3KQHsEnd4GtW7diKG5sbJTi3DECB1MvwyUYIRAxjR071inPsGHD6jzAYFNVVQVbRPzulEdaphhJje5W43n77bcRGiNALi0t1adZCOgiZTyIjrXIHf8xCUAJJhaYXgQWuQdvP9Ie05dkP9DJzz//LF7b2tqKCVPEnI/LnLusJ3c1IBC45ZZbVqxYEYxz9w4EZNlfANDW3GGFu3btys3NRSyGHuJ0i5W0TDGKOXfVjAfAHB9BHKI/6BkDc1lZGYLBSBkPbCYrK8twnyYAcln2I+0xfUn2s3bt2ocfflgsmTVr1scffxwx59NFWKKzs7OoqEhW9yBoPAQRHvuh2REEQbgQqjh3WbujyBMentDN/QPgYWNFu/HQfkLBo4pzl7U7ijzh4VGqc7Kxot14aD+h4FHFucvaHUWeMPCotoWRjRVdPLSfMOlZqcg9+N1R5AkDj2q7XNhY0cVD+wmTnhVx7rJ2R5EnDDyqdU42VnTx0H7CpOcugiAIwnVgJibysFLkIQ8zMYUMTKoSRTxUDnnIoz4PMzGRh5mYyEMeF/IwExN5mImJPORxIQ9vqEYATBZDJRO0n1DDbck6ZCWd0RFkBiVZyWKkZFCSouEuiY9HS8o0pKySgzQeWU0mq16yMg251X74+oHQ2rGspDOyMijJShYjJYNSl6QkL7Iej5aVaUg1JcsyHlmdQla9ZGUacqv98PUDpiYr64nkLhlJZ2RlUJKVLEZKBqUuSUleZD0eLSvTkGpKlph+S9bj9VLqJSvTkIvth68fsBuPRDBjkawMSrKSxUjJoKQh+CQvsh6PlpVpSDUlhyj9VsA8suolK9OQW+2Hrx8Iq3OXMpMIhlxWshgpGZR0BJnkRdbj0V2SMg2ppuSQpt+KYL1kZRpyq/3w9QOEEmCSIIJwN9i3IwDVdlkpJQ+Vw05BeVzl3FVL8iJLHtV2WcmSR4qSQyeMO+Rhp4j2ThEYj6wtp27LxCRLv7LkUW2XlSx5pCg5dMK4Qx52imjvFIHxyNpy6rZMTKolZ1Ftl5UUeWQpWZZy3CoPO0V0ySNLz7K2nLotE5NqyVlU22UlRR5ZSpalHLfKw04RXfLI0rOsLaduy8SkWnIW1XZZSZFHlpJlKcet8rBTRJc8svQsa8spd8sQBEG4EHTuBEEQdO4EQRAEnTtBEARB504QBEHQuRMEQRBhdu6XEARBEDYQfc6dIydBEESkXCWdO0EQBJ07nTtBEASdO0EQBEHnThAEndrFJd5F6tz1u8nx8fF5eXl79+41lBtuN+NgwoQJZmJs3Ljx2muv7dGjx6hRo1atWmUmp8i2fPly8au6ujrD+ampqWlpaT5lTkxMnDJlSktLi/cP7dmzJyMj4+uvvzb8tJmEPgmB2trakSNHxsTE4D+O9fLff/99xowZycnJCQkJ+fn5mzdvti73SbVs2bL777/fu1Huu+8+qMWiCcyk9SueRmJnO4HZCRbMulSFhYU+8x5Y1MjCQvxW1sDZu3dvn+XW9q/z+20UC4sN3SYNa6lC4SIsGkWWp/JLaDhBugDud+7awYkTJxYsWDB+/Hi/7TF58uTPPvvMm2Hnzp1XXHHFunXrQLV7927dFq277nXXXXf+/Hn9q1tvvVU8/7vvvhvuQWNjo/flHR0dc+fOzc7ONpRv2bIFQ0JTU5Phd/1KaCDE+QMGDKipqcH5GzZswPEPP/ygfTVp0qRnnnnmjz/+wFf19fUYF63LfVKdOXPmyiuv/OWXX0Qh8fGqq67S3jRt3WQGaUWYiWG/t5h95Zf58OHDzz///E033RRMJ/f2+xaVFfHFF1+Ulpba7yDe/H4bxcJiQ+dErKUKj3MPvweLYDYPVzn3Lk9KQ4S0fvsh3CJC6bNnzxrORBBRVVXltOvCU3z00Ud6bFtcXCyeP2vWrNdee+3VV199/PHHfRKePHmyZ8+eYvn69euHDh3a3NzsM8zxK6FICO+/dOlS/aslS5ZMnz5dO+7Vq5fPDJBm5WZUL7300tNPPy2e+dRTT82fP9+mKxSltSNG8M7dDjP8Pk6T69wtKisiKyvr4MGDATh3kd+6USwsNqQO0UKqH3/8cdq0af369evTp8/UqVO1PEeiPJ2dnTgZ862kpCQc4KN+wgcffDBw4MBu3brZbxT0/SeeeAI/h4723nvvmVXfu9zsQp/y+5zhIUjCtRcuXNBKcDBkyBDESWYVpHP/17LhRvWAy7ofPvbYY2+99ZbhzEGDBrW3tzvtupi/jxo1Smst9Mx9+/aJFon2bvcAs2bRIrWDI0eOlJeX4yrRUtPT081yIfqV0ECI89va2vTTcDx48GDtODc3d/bs2T/99JOByqzcjAp2jMnE8ePHtXIc4COiSDuu0CCtHTGCd+5+mbXIPScnR65zt6isDozrRUVFIkn//v3j4uJgYIsXLxbDbWtlWjeKhcWG1LlbSJWZmdnQ0HD69GkUPvnkk48++qhBHkxKCgoKtK6EqUZFRYV+wl133fXbb785apR58+aBDYOoxmbfuZtd6Fd+8eO4ceO++uorrWTz5s3aYoNZBaPeue/oOPphy36bfzjZbL0yPj5ez5ZivTyKWfk111xz7NgxUYzY2FjDgGlGZWArLCzEbLqmpua2224TCVetWjVp0iTtGC33+eefexOKc1V8RADy7bffmmnMjoQioeF8HOszG2gAIdvVV1+NWOPBBx/Uu4dZuQUVzn/jjTe049dffx2hjd8m8CmtCDMxHDl3n79uwawB4/Gdd96ppbmRuOZuUVkxbNdvGomq3rZtGwYbQ9hrzW/RKBYWa2fNfUfzgQ9XN9j8w8nitWZSicC0CZG4QY0Ib/fs2aMdY+atpxzCCa2trU5HXFwustl37mYX+pVf/IhZr76girm4NiE2q2DUO/fq1raZ/2m0+YeTfZJg2Fy0aNHNN99sM8hasGCBtrgZZOSuDb9jx47FgPzll1+K395xxx16bhRMhPX0tdoJCJ0QP2KqsXbtWr18+fLl8Dt6MzuK3L0JLSJ3HX/++WdJSYmuN7NyC6qWlpaUlJRzHuBAD4qtm8BbWp8wiBF85G6T2RHnZZddpq/yaZP37t27O61sXV2dIdePiF9//dVnhkwzfutGMbNYO0qo3tQ0s6TS5h9OFq81kwqjV15eXt++fbUR5dJLLzXIg0hCX5rHgbj6qi9x2O+2Bjb7zt3sQr/yix8RUyYkJBzyAAdaiGlWQS7L/ItTp04Z1q8tzsdgkJaWhmFfXHN///33A5t0Z3ig2Zk+OUCfF4MgfEShgRCdNjk5+eTJk3r5ihUrkpKSxISN4pq7XwlFQj0u0BfKfe5YwMk+l5jFcmuqu+++G8MYBrB77rnH0SKGKK0ZRDEkOndrZkecqamp+p3qLs/N5/T0dKeVzc7O3rJli9lPY1DHtY6Uad0o3hYbnpuQPqVCoAqzP3LkyPnz548ePeotj0Xkbr+xxABcnyE1NzeLvlvPgi3mv/Z7oZn8hjsBevkDDzzw5ptvYhKDuaN1Benc/3XW77zzDuIR+54FFgblirtl4FWrq6vRPaBf/d6jzdtlhm8xjZg5c6ZYXlRUpC30G6669957ly1bJpZ/+umniYmJ3l3dpoQ64fbt2wcMGLBhwwZMFWtra3G8Y8cO7RwEGvX19YgaDh8+XFZWlpuba11uQdXl2RQEzY8ZM8bnpiDrdtelFWEmhrVzFz+a/bpNZkcWO3/+/IkTJ6K3I+bCfxwvXLjQfmW1UPrGG280FBYWFiIkhLuBQykoKJg9e7YjZdpvlHA6d59SYUxat25dZ2fn/v37p02b5i3Piy++qC9JowXLy8uDce5z586dPHnyQQ9Aq5fn5OS8/PLLiBEPHDgA5XuLYXahmfzoJuI6m16O5h42bBgiAH3x3ayCF7tz14CYHW0D92d/eRRhS1ZWllgCt6XtIh89erS4RB6Ac8/MzPzmm2/EcnwEufdVmzZtwgTZUL5mzRrM8sRt5vYl1Am1e3QjRozo3r07/tfU1IjeJD8/v3fv3rA/mCOCPutyCyo98DS4J5sr1KK0fsVz5Nx9/rpNZkfr+OfOnYN/R/yOdsH/V1555e+//7ZfWe02L8ZsQyGUfP3118fFxSGOQ+f3uWXQmt9no1g79zC8jNBbqo0bN8LZwbRSUlIqKyu9TQV1x9iW5AEOdFXYv+nS9f97b4qLi/v164d4uaqqSi9HwHTDDTdA4ZjTrFy50lsMswvN5EeEd/nll3vzwPMM8kBfUzKr4EXt3AmCINztiOjcCYIg6Nzp3AmCIOjc6dwJgiDo3OncCYIg6NwJgiAINzl3giAIwm0JsgmCIIgI4r/hGAJELN31IQAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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H4/HPwLlRgI+V1ddJkppQNE2dNF7emj3LyZLe9HgOIOwAA3Ysl3R+/5dPzR5qbztGcQzqy1XWip5ii9qqdl6ECP/d2qc9+Zzr2pdiGtj3UDuIOAEC3OZgV1ev23SD8c+FDZTXPAd926B7vqz3HrK5auXfEyImrtmMW7w2JfNLrq+t3hmPAu9yvFqtls/WDw7QCQjpoFsQdAAA+E/v4pYi8loiCVlo6d6HAC3ecTc+SeV+duelgdp7aESMmZ2zQhr2+rlgcjjCRbv28vRlBIbn5+ICHCnYuKvZu5JevQNwBAPgBRCU833Hk3iytQ2oau588e4Nyjlykn7puz/v2GtFj4jLjsJjUr0gei73C8CzN+WGvry7/tzk4En2ia+v3Ia6npDFfZR6IiRO3ZvxKd8BZ072yOjqXFMQdAAB+ghzzfmr6etsvzSSYhTaI+G5zS6Tpn9SK6Ik8+gEjDRy9Ilrd3DMgFiNHEJbXwshq3ib79PrqoqVnyNu6LPMLavnVs5JSrBUNQ6RiiDRuwoo2zsUro+xDt4t7x8PsFRUVaWho4HC4+fPnFxcXg7gDQC/mwFmKhKreun03lq8/7f4gBuVs2H+TaBvQWAAJvbiyrvklRqubj120bwbh0P8mGS7UP1FX19tWCmNxOGH5X9wLtXr+UvNB8Egnj6aZW8OiRIj0AVR7tYZ8+4zX4fnvg3Lzv+m3vkeYPRMTE0NDQyTx6N3U1BTEHQB6E//ec75k4db4cf8pa1EFrXX7rhvsuUZ25DqkhM3n7T3DGwtQnIJFFLRXGJ5tdTQGI4d/nvHOxTcyJCqll1WUU+YbJTsXYSuacXR8Y+bJhOT90XHIKx9I+zRy9eBdrgiRNsfLvy/FLjyvoNM/9z3C7KmqqqalpaFEamoqSoO4A0BvYprmgfmrjn1sCJmkuenczqMWwnIEO4+wzaa3T990QPm/jF13piHxaeAlMA4jix+hvqulqaKSD/3U9HtHtRyPT8qtqmr8uCUsStyaIUOxG+7ohiXS8quqeRPUZ3v6G0XF0V9moG8La2pQDjM9s60h+B8s7i3D7ElJSVU1HCR6R2kQdwDoHSA1Z7o9Gjl/9yKDE+jjxfuukqp6hiY3hWTx4bFpSwxOLt9wCuWPWbQ3MeXzWt+BoclYWcKk5cYtDT5+mjlqwZ7eUTk4a7pNwxyYs49T6K9eY4lUHInOE3RFe1cciSFhw0CyPsvT717aC5Q5iGbvmcWdXHQtJW1XRIwgivvHFmH2mop7y0hMEEMVAHooSrO2zSCY9R2xap4ed8WY22QfrByhz/BVyDFPTsu0Yj7YaHwT5Q8evz4n//PNtsCwJBF5rT8nG7Y0eIvsPX5pj1/gd7lfsJytkzCJNt7FC32UZTrpBj2St3Xxznr36TCfPl/kEyRMpG8KjZzi5hOZ/x5lLvAJ8H+bgxKrg8OOxD4WUHH/+GWYPRiWAYDex0L9Y1hZPFZWU1RRa7Y2NwrHudtOGnrmI9R33yR71tezfEMSFuofZ7M5ogpaTYMoVVfXhkY/RfreMrLS0UuMhauP9+hq+VBXJ0qiD6Tai9swNB9w5VXCmqHh/WChT0CzkndSX/Sl2MrZOmd+4E6AWRUcykjPRInRzp4nE5METtxbDbNnbGzceEPVxMQExB0AegG/jlsro7b6KtH9lo3XmEV7Uc7BcxSk740FwuPSxFV0+41YLaak3XJzpPhvc4uaZR65SD95za5HV8v9tBf9KNxDePAuZ5Kb9zBHdxEijevFu3q16AbqcdYMESK9isXt5HZFxByPS0J9wzBHt5Tikh8p7h0Ps1dYWKiuri4mJobekcSDuANAL2DAKAP9XVdQIj75lZgiV763mt29Q/k8M72wuHz0wj3Ks7at33e95ea/jVuf9765hK03utF00mRPZOOjyC2hUSiRXVEpbWMrbEUb5uBxLD4pMKeVBQZGOLn/+t8kGdOYBGmy7ThXLyyRVlZb++M9d34B4g4APYijlxkiClpsNvcGIYvFlhqqV/ahUvuffxmujzpoQXbq5jdvP8/zu2zhinx5EXnCbYp3j66ZCW5epxKTUaKWxZYh2yk6uNIbBlu+yrbwaCyRKkqiqzm582VPQNwBAPhmhOUIA0atafwoP32LtX2gpKre+dsdXQ1GZfa256/eNX489C91yt+mRidI7/KKenTNTHHzicjv5OT0En447CDuAAB0ktLyyj7DVzXNmb/6mKHprV/Gruu4kVEL9iSnvW78uHz9acH02ZHfveFRRF51dQfL/4/hlF1RKQh7DuIOAMC3kZiSMXL+7qY5p67bqc7Z/ndrD522xcRlxrFJLxs//jJmrQAuE5ZVUfEn01mURL+f9rIj5Svq6jFW1BoWG8QdxB0Aeh7HLjN/G7e+ac49ui9OSXvD/hsdNzIDfzAsNo2Xfl9UhlPSqa2rF7QjHePiiSHStAMfjvpy7RceH+rq+lHsahrmurA43JBIN58+U7Z3FZCdB3EHAODbsGT4bzTu6lOH6npHA8OTeekHjx4PGrNWAI+0D5kZX1j04F3uWFfP0rq6L/55uHr3JdsKE6l9KLa/0RzFrZlI6IWsqBsfRYC4g7gDQI/k9A2HQxdoXTSyZO1J76BP62f5BCcsWnNCoI4xJDfvXFIKEneUfltRibGiKth9dsntXr0eQHVQc/L4g+EkSqL/wXCQJDMkbZgur7M4gnMIIO4AAHwTu8wtr5M8u2hEc9M5F98oXppoG7De6EanTWVXVN5Pe/GusuqrJXmDJx1B3IaBIVJHOH4ajTkenyRNZh6ITbib9vxlWTmOxJC2YbI/fhzn6tWXYosKvP5QgTqA8i+9exB3EHcAEFycfSIGjDLIynnfmDPlL9NL993aKp9e9sGzA9GC9LZfYrqFfuotjlo2Blltn5zKyuV+QUhem2bqBj7CWnGfAvXJetf+5n3ItpSXGU1z0kpLWxYrqK6WtGGwvuwIxK3pSL6HO7oLk+gS1kxe5oZHEXO8/FGijs3eFh7D4giO4w7iDgBA29TXs5auO9V3uD5GFn/mpiMvp8/wVf6P2lzZyiQ64XeG41ctr9t33cbhU/ih+auObTa93ZH9ccx8I0ai33z67ER88lyvByjnWWmZCJFm/Sx9uruvom17NzPfVlYKE2nU9M/iviM8BuVoBTya4ubztOSzyls/Tx/034OjnzXqxaslvkF/Mp2me/iaxycJftuBuAMA0CaPn2Zi5Qh7j5NW77py4ip3/CEsNq3viNWtFi6sqYkpKPwnLOp/TKevWt5y4M59uh8vrbP1XzuPsI7sz4GYBOQ7r/AP/o3mMJjumFJccvZxyngX7hhRXlU18qwL2p6QTk/P6Ethnkjg3sXlOdjTPHwGUu1ESDRxawb5xafA0x/q6teFhBuGRrYiUy9eiZJoXQmg0TPEvdUwe25ubuPGjZOSkpo9e3bjeu4tl6ABcQeAHkHM45cTl3EXXj9x1W74vF3hcc+oziGam1qfz24Wm9ifYj/byw/J7lct7zK3vPHfwP0cncPBEU++usmqoNA+ZKaGl/84F6/BdAfMp/ii1JXBn4Z3Rjt5HE9IRv54q5ufTHwy1MFNyIoqQ7ETIdL7UmzRfoblFTwvLd8cFsUT/T1RMagAsmnxrJWJ7bbpmUjce0rb8XlVyL/++isuLq6iouLixYsjR45stQyIOwD0FNwfxCxff5o7+vHyrbA8HiOLxynpqDes3v754n3+ijeQfSIhCfnOWCuuI2wcE9+0jMWzF81Go8cv3Y+R1bxlw10rcdjcHakvs9vfExaHI0VmKNq5PC0ukWM6o5/YGh59/WnaxeSnjWUmufpIWjOUWsw0R9ui1whH93UPw4tra3HWDGkb2/GuXsJEGu827MbQiDHO3J5mspv3odjHj/Jaj1Ya8C53mrvvTyrujRQVFfXr1w/EHQB6LhwO5x7Vb9N/o+F7jluu3Xt96dpTHyq+GPr4heYwz/tBDYu13D/oaNzjahYLS6Qh3axmfVquHUk/lkj1eJOdXVGZ89+clvz3paiTcPGNUpyxBSuLz84pbH9nPLKyJWwYPKVGzrUoid6yzNmkJ2pObr/SPw2Xo+4Ew+1pmGOdPXWCHqK94v36NA8fFXvXOjb7F7oDb7ld59dZvLXXJ7h6xRQU9o7m6y5xP3nypKGhYWMZJPQDBgwgEAjZ2dkg7gDQI9hlbiE0RHPqigNtFTiRkHw47jHSWVlbJ+5ohhWN+jIT5SMZlbJhIi/+RTl3WsueyJhfafaLfAOnuvtoeD9o3Hz1ris054f91PQPnKW0DNzRFNc32RLWDK2AT+sTJBaXpJaUtVqyls1G/Qry7mPfF03nDqk7SNowREg0MRJd3vbTomY7IqKRh950q4e5+bM8/VAXhTqhnA5Mqfx5xd3S0nLixInl5V9MV8rPzzcyMlJXV29WGMLsAYBg8vv4DYfPU6uq21yqcIlvEFLwvmRbrBXVJCY+JPfTaIYM2c4n+62qvVtCIXeJx1/pDgYPw6XJTGmy7aQmoZ//OXjX5AwZp6Tz1T1BXYgMxW7Dww49/DnKyWNVUKhTZpYwiTbJzRtJNvpvgTz3VofReaQUl4xwdO9HsZ/h4cvpLc3Hf3G/du2ampra+/fvWxYuKytrGUMVPHcAEEAysvJE5LVqatt7KmeZf9CxhKTUktIDMfHxhUUtpD/Qq2HC++8Mx6SiYqSzYtZ0ESKt9L+FbY1P28zSMhs6d8dXd8YsNvFU4pMO7vn9tBfop3dGRIuQ6KOcPVgcTsXXVq3JrapCPZC4NaOe3Wu0nd/ifvr06WHDhuXmthJzpKSkxMzMrDFqNog7AAgyCcmvviq7skznhPdtLr9uEBJ25UkaUnYk6I2Zv9EdzielfBrVuWonNAQ/Ydn+r+6MQUg4+eWrDu65Q+YbjBVNyIo6kGp/NK5Dkabr2Gz0F0TahtmbWpDPYfaaZX5oCPzKSzeLvQfiDgCCyW2yz3Wip/uDmGXrTrVTbFNYpCiJ9rrhGm+VRb6By3yDhYm0rWFRjZmH4hJNY+IrG0bYj11hYmQ1ZxLM2rJQzWJdfZI2w8MPS6TeTX3Rwf2vZbMD3+Uej09qnLreEdaEhB+Nf9yb2hEeYgIA4EtRXnNcQllv+NydK3dcarUA9WXmQp/A3xlOl5JT27Fz6+kz5LzL2n4Rm+lATDzyqdW9uYFSD5yjCMsR5n05sbIRj6xsWaYLljst3fZIbFIRX6MU/QyAuAMA8BkX36hBow1kp2zCyOI3mbY+zeHKk1TkSos0mezYKnYZr5EuK9q5NM3kfPx4PSVNmmyLpN/8MlNMSWeh/vFWNz8alyRDsRvh6IYj0dnQMCDuAAB0hT8mbcDIakYmPM/IymurjHn8Y2V717/9g9s3FZSThyPR/vIPain6IiS6hg93TqSaxq6la0+2uvnZx08OxiZcTUlb5hcI7QLiDgBAlxi9cI/pGXJFVU3Lr5DTrRv0aLij+zyvB5efpH7VVML7QowVtY7d3O0OepeHIdJ4cyLHLNzLewK2Jfui4jryKwCIOwAAX0dmxOri0tbvkca9LxIm0aRtmAOo9ryHldrnRVkZ75n+ZgS8yxUm0tQbnmYav3T/8g2ti/uakDDKy1fQIiDuAAC0x/5T1psPtLesrv+jJJyyLlaW0FYBz6y3C30DF3gHYInUrgyC13M4jplZkxqeEZ24DIn7mZZlMso/DKTaW79Ih4YDcQcAoD2WGJxof0Y50TZAecZWC3qbC2MRAkIW+QaseIDeg7q4M2klZUMduOE+6K6P3B+0sogj6UX6b3SHyPz30HAg7gAAtMdigxMj1Hdxr/nIlI3GNzwD45pfgw5B6/Zdb8fCOFeve89e8GVn3lVW/dFuQI+xLp68lbwAEHcA+NlhszmR8c/a+nau3tE+w1edveX4+8QNoopa4ko6zdbquk7y3G1u2eq26x6Fz/N6IEKkZZZ/4MuultfVSZPbfByUu66kFa1paCQAxB0AejNbze6ozN7W6leT/zKZvNwEI6vJYrU+Hj5h6X4JZT0RBS2lmVtTnr+RUNEt/8Bd/lBcWRdlosTJa3ZHLzFabphTWYlkXcKaoebkzq8D4Xz8KEyksVuLOPq8rHwQzeFPpjM0N4g7APwUcDgcnKIOTlkn/XXztZvyCop/n7ARp6yNlSNU17S+1BdS89CY1BHqu0XkuWVQJ7Fq5yWUQAYHjjZYqH98l7nlpfutxCDdFxknZ8t/qcVYUd9WVrbM3x0ZO5ju2MtWAuhh4t7xMHtFRUUaGho4HG7+/PnFxcUg7gDQOaSGrkRCLDREc+DotU3zl284jRmiWV/P+t8kw1ajXhQUlkkPXVVbW7947QkZtdWo5NA5OwaMWhMckSI/bcsswiGcks7EZcYWdP+W2/5KczjSDVKL3PNW450q2bkeT0iCtv7xnntHwuyZmJgYGhoiiUfvpqamIO4A8FUyyytelH0REaG2rl5MUbu6pjY8Nq3PsNWpL7MLi8vZDUvU7jhy/8wNB5QYs2hvYkora/NduOPM6w+QvvM2YbHYogpaKnO2jV28D33ce5KIPPozNx2abnU79bkwkRs2r6rdZQY6xxCmU1ZFc8+dxeFgrailsIyMAIp7I03D7KmqqqalpaFEamoqSoO4A0D7vCwrE7Ki9iHbNs18k1v46zTDpKISx4zXSnO2rd177X+TDSct34+VJYgqajv7RKIy83SOtjqz8MBZiukZm2aDPBorj/UZtoru+pDXc6zZcy0++Yt55UcTHi/xDXzcxr/tLqJs7/ryy94LUVZX1+yoAYET96Zh9qSkpKqquLdu0DtKg7gDPzlsDif6/fuc1kaceWyPiB7v4vUr/ZMffY/m23f4Kty6I9jbNuLWDIwVdRfZXUReS1geLzVs5agFe7FyhNAYbpxo5Vnb9phbFZV8aDrTcf6qYzglnSP/0mpYLOPo+Kr6jrrhfzCcDscldlMlqDl5pBSXNMtMLytvttAYIFji3izMXlNxbxmJCcLsAT8bwx3cMdyIo1QWp/W4P5sfRS5juIn9F9DZ9AwZs2Kf8E0i5j55IM0eHxByMDZBd/vFWUaXhUfprzA8u2jNiWfp3JhHF++5DBhlICSr2U9Nn2fK/9FjUQWtScuNbz19zg1zSqQh17gxHl77jHB0Tyws6qZKmODqFdci0EdUwftm0U0BARL3lmH2YFgGEFg4HM7zjHdGJ0nf80dHOXuE5uUPZjhmfzno/PrDB8Yr7oj5Enc/zNLd2CsWA6l2b3Lei0xe3++2zSCqHdaKquEdYBKTIEaiu7x+g4R+trVDReXn25IBoUliitqX77spzviHl3OX6jMDz42GoWrvujE0cp6Xv5QNc3dkbFv9CuJCcsrpxOR6NlucRO+O0XYe0z18w/MKGj/WNqwvZv381QwPXzgtBVHcWw2zZ2xs3HhD1cTEBMQdEBAmLts/dM72K5ZuOCVtwpYLLBa7pKbO8vnLDm7eh8xEjvC3xtysYbFFSPTS2rpxLl709MymX11OTu1HsYt7XyhhQVExMO+34agoifb7NWshS67H7f82Z4Kr9zwv7npb/ai2GCsa1oqm5uTRsruqrKqRUNYpLvngE5yw3ujG3uPEuMJC1B/kV1XnV1ebxsQLEani1oxadisz4v3e5vQl287y9EsqKsGRGN1X+ereDwLffRKK4Nw8USLtUFziXC//OZ5+cGb+YHHveJi9wsJCdXV1MTEx9I4kHsQdEBAGjFojKq8lpbpSVEELMwQvPWyl0o5zSEmFLClTHD3i37c3IoE0XdKaOYhmn11R2dF/CR8/PsrLXxMcNpjOffIeuajGUfFNC5xPTpEmMy+nPBWxpKw+Y41T0ulrRRO6Rxa2oBiEhPMs8Cir405mD8nJU7BtfYRaRJ4goaInqqg1ePyGyxZuK4NDp7p/8ohrWezyuvq+FOYvNPuWG07z8JW0YfyP4WgSEz/V3af7Kn+Jb6B39jteGv2PQT0KtqG7uvn0GZyZAuG58wsQd+B7ohcYmvI2D3P+zgWPh6MX7B2ivqOf2upxi40GGF/AHroketkCY0VlNnGrW7rnCYXFg6j2Mzx9kavbTMHbWjHxVfkHTMOo95lE7iMgF5Of7ov6dNvz/rMXy/2DhIlUYRJ9nvcD1TP3mG6PxBS1pc7fnXOdcig20SfrXUuDxTW1yNNv9bdUZm+Xm75lltYhUUXtA+coSnaut74UzdOJKcMcvnjiNKOcOyg0zNGV+CIdZ02XtmHqBD7qvibQfBDi8jqLl3bMfEMI4E7aYbddewCIOwB8hadFxbz7mRgLSl+K7argMOQaD5u38/GbHKHzt/84dHXRLQbGkkpqGJ+Z7u67LTxKlET3f5fTMKjC0gl8WMfmXE9JU2Q4yVEdNBrWJW8EybRMa4IbU1C4zDdwnItX42D3nbTnw/97oF/e1hn9hDCRJkqkSdowf9U5EBqTZnaOgpHVvEtpbwxa0pqBJJ4X7u59dQ3vP0Ejmdn56E/J2qBHOBIdFWv6VX5V9S+0L2a1H4t/LEO2laHYFtXU1nM4WCJ1/peHxl9WBoUyX33qPu+kPt8aFg1nJog7AHSeo/GPFWydhf69i52//Q+DI/2pDg2D19RJ5+4r2buKWNHiCwrXWLtgLakHYhNQeZQ518u/L9l27UPuwEhaSRmW631TpWyY2F1nMHO3ogTKd3mdzXONzz5+ImnTylC1nK2zCJHWdEA/sai4D4XJ03rUH6SVlC6w95K4Rxa5QcQpaj959hrlP2+YA9MOEjYMISuquDV9V0Qs42UG2jHO5yNNVHP0OBKXJEKiyds1Xz+AzeGIkei8MEn2r96gDuw3umPDHwsqrwD55atGz7o7WPcw3ObFp1gca0PCN4VGwskJ4g4AneRDXT2SZklruoymkdEpUuKTDN5AylAHtz42TAkbJhLK8ro6S89QzPHr8mQ7c6SMRBqSPNHbNqgAKqkV8HCYg/vF5NQ+ZKbYoh2yUzdjLMhmsQk4EmO4o3t6afkEFy9hIr3ZvUqtwEciVnRpm+aP5yBRvpHybHVQOM6a2x/cp/uJK+uqzN4em9TRIBUz3H3lbF1ESTTk+C/zC0Lv8YVFvA5D2d4N9Unydi6/0u1b3VbMmh5dwF2r4He6E/rTgP7EOL/OqmVzvk9bbAmLupf2aQHhv/2D90bFwfkJ4g4AnT3dc/Mmunkfu8KctNy4af7qkFDk3tZzOK/KuFMA7DzCMDM3DaU6aHkHiFtRr/uFC49chSPRF/oEIhE8n5SiY3ZbyJIycJqhi1+U2D8nJrv5IJkWIdJRN4DlLqDIRD/UaPzB2xxkfISTe0VdfbP9We4ftCk0Coksbw6MBd0fK0vAyOLrO/yc0SLfgNHOnglFReinxUkMCWuGSMO8GvTVMEc37+x3KF+3jaHzmZ5+ftnvVgWFStswudNUvPy/Z1v8Ex69Nyr2Q309z3MnQ0Q9EHcA6DRLfQNHOLrP1j78j9ndpvkGIWFKTR6MzMopnKp3BGuFfHaK8N97sbJ4MUVt+evWSNnR64hnyMjF+0Qu3lebv5vrfU81RB2A+D2KOJGOZHTdw3Ck4w+bPCVEeZnR1txtpOzDHdzRn4kZHtz5fyev2a3ZcyUw7BuWzULdwyRXb/RHwSgqfp6Xn4KdC9pty2evnpaUIqGvqK/fFBrZ1uiKduCj/zEcRUh09LejhsVuZ+Z7dzDN3RdDpF5P4T4B0/TmKgDiDgguhC3nDfZcE7gxmfp6cWuGU8YbqaErQ2NTv7gMcvKaxWLeZW755yWrAaaXMYpap67Z6W2/dOYm915lRkGxkKwmVg4/YNQa49Pck3b7EQuhW0TMqRtCl+5NtmRGxj/T8H4Q8O7zox7XUtJ2RcS0NTSBtNU05tOESP3dV/+9+20P39ex2U2HgMa5eIlZ80bhGWIkOrtdvT4UmziQZm/V4Xn9/O9r/YK8srg3FeZ5+Qe+y4ULB8QdEDievsyiuXCnsv0yZu2zV+/6DFs1bO6O/ELBiqRj9+o19jYJK6uJU9L+auEzNx2maR6QUdPX2365vp51xdJt73Eiyme6PZq03CQ3vwQrR9hqdu9jw0NDm4xvXbjjPGjhbuyo1SPn78Y/CHFu4oeufxh+ogNr2KK/C0JDNM/dduzKMc7y9P2F6sBdW5FEH+XsKeCnjVbAQ8fMNx/bWIoAAHEHfjz7T1kPHr+hrp6FlcUjhRJT1MHI4rX+OZ/xJl9wdtLMMwRrdP6mjbfvw4SvFk5Oe436J+lhKzkNzi/D9dH8VeYZb/LGLto3V+dIVXXtglXH6uq+GBmnOAU7eEVIqOiIG1+wSvsca1TJ/osFynPzi72DEgaONliz52rTzRNTMkYt3Nv1w+T56uV19dXdtnIAv9APDqOlc+9pK9u7vmixQiQA4g78YJD8/b3hTH81/YysPBm11cev2pWUVuw2t8TK4SVVdTnfdyS3HfSYHvLmNztYGMk36qVwSjq8j86+URhZTeWZ24TlCa1GtODBYrFHauwR3nZii/OnMnlVVVgrWlldHZvNKSgsw8pz75di5DSHTNmEErVNbrG6+Eb9vfHsT3XmbAqNPJP4dLSzp6QN811FFVxKIO6AYBGb9BIzhDsMjVzdoXN2NOYjLes/Sr/7ftcl840YiY4l0vZHx9W3MYHvVGKygp2LbhB3ukifm9bKV75hgbCikg81tZ9C1iU+zRy/ZL+Eqq6wHN7BM7z9DZWP3TRw4t4gXR0U2o9qN9yR+6SS8uxtutvOK87cGpnwfNDotdsP3ZcauvJDxec1v/Cbz03XPPBTnTk7I2KErKhiJEZ/ih0E6BAgcW81zF77mW0t/g7i3qMJj0ubtuKA8qyt/dS4y882dX4lVHS76UefFJeIkGgT3bz/9g8ZRLNXtXetQm7zl/8SRji5D3Vw60+1l2c4Sp+9I3SffN6uq49cHr9i++ZdQftl1C6R+hMZnlnZsrbOaAeMo7n3S/+cvAkrR0AVxR0gOk919YtSmP7PqzefZky6+ceMXrj3HvXnWjPLOCoOiftYF0+4iATRc29Vr1uKO3juvRhb91Cdrf+2+pWwPAFJLn9/jsXhCBPpSBRUG5ZGcch8g5z3EY7ufci2Vs+4I92v/gskIGJJlbRmeDXM9RayIONO36r/LsPQ0/8lYe9aj6Y7YYnUirr66IQXK7dfklDSm4E/uO3QvcZiU/42jYx/zkvLT98spqiN/gP9VGeOaUwCapopbj5wEYG4AwIHxTF4JsFs5Y7LrX7bd/jqsg+VfPmhejb73+SnyDPPqawaSLNvnP9XWlenbemAsaQiJRUh0iWtmUJWtPfV1TUsltB9CsaCuv+G3W97L0jeI3+3Ojl9w15k8/Hfb9loewW+zi7ADMGLKmhLD1vZrNiUv0ymrjBNf82dAjhqwZ5WY5/2dnGPRx3zTA9Y47cni3u/fv0GDBhAIBCys7NB3HsTv43fIKqoffgCrdVv/5i48V0ef6a4zfTwR0KgG/QQ/yBEzfGL5Qw1N50bsP/imqCwATS7oQ5ug6gOGeUfznqFCt2xFrlLNjC+gZziXUctv2e1zL5iI37x/v+2nd5qdg/Vz0bjVgKNLVl7CiOLD4nkrhAprqxbVl75s508JjHxwkQq7+lcoEeKO4/8/HwjIyN1dfVm+RBmr0cjP21L48BxS1TnbH/+6l0Xf6KOzc6qqEASsMw3CLnnWCuqfkhY0wJ9hq6Un7a5oSSHxeFM9/ANzSvY6xooffr2/yYa9h+1RmbE6gt3nL5ntWjeYYpetxqke3DLwTuEzeeSG1YBa4aLb2Q/NX0X36jUl9niyjo/4cljHB0vQqIt9AmE66hnizuirKysZQxV8Nx7LnV1LDFFnbq2F0IZv8Qo/klX1wwZ5eQhZEUVIdGTioqRdtP+W2a9vp7l/iDa2jZwwCgD3iz7KX+b9h2+avBFKxyJgSFSh1y4j1PRQbr/ODXzO9fMJpIL5j4Zo7Ft1MI9zr5RbRXbfvi+/u6rqO+ZpXXoJzx/9kXFihJpi31B3Hu4uJeUlJiZmc2aNQvEvRfAYrErK2uiE1+IKbb3tOeEpfu9g+K7+Fv4ByF2Ga+lbWzzqqqb5iNB5M4Zl8ULy3HfZaduxilpqWnslr54fxDVdvix22tPE7FyhLSvrZrbLeLO9BSyoPxv7nZRBe1HMU/bKqa77aKwPAEri2+21s1Pwt7IWDFr+lIQd0ET946E2WuaKSMjs3Tp0oyMDBD3XsCUFaZCQzS3Hbo/ut2HKofO2XH8CrNpDtkxiLDlfEd+4sBZCm/2yFgXz/jCVgbu+wxb+eBREtU5BKess3bvdREFLYUZW9EfhbGL901YaoyVw+88aomc4pqauu9fPxSfcOyiHTn5X7nfEBn/3OgkKSjiyU97Ik109V7uHwQXlCB67vwCxL1nsWH/zTnah41OWs/ROdxOMeNT1oozt96n+S1YfYyX03+k/sDRBvLTttylthlgiPkq81BsQp/hq/5HZP7BdMJYUV+XVzQtYHqWbHaB3k9tDUpX19SFxXJXFgyNTa2vZ3GfnBq5ZsCoNRHxPzIU5z2ar9RQPThPOibuwVAPIO6AoDB/1THkLOts/Vdz07l2imW9ey8shxeR1xoyZRP6WFtbL6mqhxmiiZHFz9A82OomnI8fpW1ssUSq0G2SiBX1N7oD7q712r3cNSZfZOacumYXnfgcI4dHjvls7Vb6FQ6Hg74SV9Fls3/ksgflFdXRiS/gPPl6RdXVVdazoB5A3AFB4Y+JG4xOkUYv3INc+PZLOvlEaW46LzuVO5vF40EscqsLi8uPXmSIKmjZeYS1LB/4Lk/Mmj7A/LqQBUXKksrmcKauPPzLmHXGZ2y4w9NyeGF5/NC5O9r5RfnpW6SGroQ2AkDcQdyBjuITFC87ZfPmA7fFlHSukTz6DFu12/zr88crq2pwyjpJaa/n6R1dtOYEL3PB6uPKs7btOGzpF5LY6LMH5uRNdvfWDHiou+3iol2Xp608ivJn4M0kVXVl1FaPXWz0kTvUvor3P6AtRi3YvXz9aWgsAMQdxB3oKFctPWRG6KvM3o4El8PhICd6wapjX92KxWJjZfELVx9fvuE02eHT3bPkZ2+Q4osqEhqH4ye4egtZUYVJtCV+gTMJZieu2inP3IryxyzaG5+cLiJP4N2JzczK92p3Bo6bf0zkDx1wBwAQdxD3HsYNkid+87k+w1efum6HPnZ8XJtoG9BPbY2YonbS08zGzOqaWowsXkJVl+4SunrnlaEO7sxXmbZhiZKTNwwaszbleRb6VlJVT0p1ZTvPSQEAAOIOdJWjlxg7j1giOY5M+DbXOC45XVxFd+nak1XVX6zsejsgUgFvunzPFYzZJWEiraS21vi0tYSKrriSzvuiMjv3MJySFk5Jpx7uuQEAiDvQfWw1u3uHwoc1/IJz8hb4BlSxWONdPcUsqUI7TwlZUgZZ0j9yZ9AfOPIvvbHkL2PXqbZ7+xQAABB3oKuMXbTvkoVrF438Ex6Fs6ZzQzRQbXEk+kCaPZZIw1pSB9+wvk70wMriX77+HCu5/8g1U/82hZoHABB3oLuoqq6VVNWNiOvSvUrOx49YK5qcrdOx+CQ1R3cN7we8UJ8D7lGxK4ywcoSBow2aluf7cvAAAOIO4g58QVhs6sBRBl00klVR+QfDsWV+fT1r7OJ9Vyzc8JvPQ1UDAIg78P1w8o5sGkWvc9hnvBnp5AGVCQCCK+4dj6FaVFSkoaGBw+Hmz59fXFwM4t5DGb/EaP4q8/bL7IyIEbdmCBNpC3wCgnNy1Rzdq1isyvr62v9GV8Y4e8308IXKBABB99w7suSviYmJoaEhknj0bmpqCuLeE2Gx2KIKWrwlupoSX1hESc/sT7ET42o6N5KGir3bEr9AURJNlERHL3FrbrzTk4nJvPIKti5BOblQnwDQG8RdVVU1LY0rCqmpqSgN4t4TyczOb/nQf3TBe4wVFb2kyLajnNxNYxIuJKdw0FmVm9cQEu/R7dTnEjaMv/2DVRxcUb5v9jtJG2ZpbR3UJwD0BnGXkpKqqqpCCfSO0s0KQ5g9wefpyyyMLGHAl3dTbV9lDnNw+8s/+GLy0+tPv/DocyqrdIIeogSbw8FY0byz34mR6AmFxZPdfJB3D/UJAL1Q3CHMXk8kMSVDZc72pmsALPcPwRKpIiTaoq8FwIzMf4989vEuXiIk+mC6w+rgUKhPAOgl4g7DMj2dB6GPNVZ+vpXq/ib7D4aTcVRCaV1HB1hmefpJ2DBlyHYF1dVQnwDQS8Td2Ni48YaqiYkJiPtXKSwun7zcRHD2h+b8cPWuK40fkfeNsaLGvy/quIVjCUkXklOgZQGgB4h7x2OoFhYWqquri4mJoXck8SDuX+Xx0wysHB4riw9vMTvlh7DvJEl/91WUiMgrGO/qKW7NOPv4CTQTAPRmz51fgLh/8V/nPGXA8RsjDI5N3HtREPbnrw2nNxpz73ifepzch8xUtHOFNgIAEHcQ947i4BkxpWGRLJGJ6zBWVCErar9rxB++VywWe8Hq416BcVwXPiru3GMYXQEAEHcQ929h+2ELrDzhUdRTUZOLY128bofFiZ6/+7Eh6PM32eHv6udy07ZghmhGJL6oYbF+ozmcSEiGlgIAEPefQtxj3xedTEi2fPayi3aGTNn028QNQiNXCVlSZnj4Jr3NQwlheQJ67b1ua3iWnJNXlJmV374Rj+B4zKZjkvqH+HV08tO37KZ4oH8Sfci2OGtGUU0NXDYAAOL+U4i7HNMZa0VrZz0svaCHSByNouPaKoB881dv8rBy+AlOHkJWVHFrxgwPP5SPs6CIj1zz2/gNEiduCp24jpUj/DJ2Hcku4OnzrDa1+ORtjBUFe9Na5C4fqnTMon2oa1G1d53l6S9KZPxKd4BrBgBA3HuPuOdUVhV/6bG6vMmuZ3P83+ZMdfeRJttG5BUIE2ms1sZPbF+9RmI919PfLDaxaT77v8JHLtL6qekPnbN98ooDoiR6QE5e/X+xSVXojppH7+4/ZY05fn0Iibl233UxJR2sLF5UQTs05in34SBXr4d5eU+evdlsevth9FPUSchfsJhDdhK6TUKdRPGHyi4eONboHO6OjQiR9raycl9knFFUHFwzAADi3hvEfUdEzECqA4ZIm+v1YE1w+HgXr5j3RXsjY1HOOBdPJKBYIk2Gwo0WLWnN+FBXz9sKlYl7X8iTbxUHVyU713+TUia5fQ5QJ0VmYonUhT4BKL1Q/zjG/Br2moXMbZu+FNumv65i73Yk7vER1yCsJVXChilmTXdOfsF1qBfuxcjiw+PThEncHcBYUDAHL67aeWnDKSuM0bmTARFCKOeezQkbz47HsG7Jgeh4ZGcww8EsNgEuFQAAce8l4n4+6cloJ0+sFU2USNsVEdOXzBQm0SWsGdvCo4WJ9MEMR+Sq33+WvswvaIU/txIV7VyUbF1kKLYeb94i0UeFf6HZe2fn9CHbPi0pCc3LRwme0KJ35MvP9vSVtmEKDcELDdEUvkFEBpF2W79Ib7oP+6LisSQasiZJZsrbOv9Kc/DOfofyi0srpq4wnWB4Uujyfcz2k5h954QsKf1WmmHv2mDukimxT2aQHHD3yEIr9k75u/nDUBsfRYx18fzq4dewWGIkGuaONVwkAADi3qvEXdneFbnk+sHhiYXFLA5HhEQb6eRuEBKuZO9q+Cgip7JqS1hk03GY6R6+4jaMIUwnVEbVwU2UREduONJlJPe8YRYk6E6Z3LHy7IrK3xmONbV1GAuyrN6hiJdvkBf/sqwMvdd96WgzX2WOdvHMLC8PesddJlcz4OGYBl1Gv7va5DpW/6DwVUs1jV0oZyDVTsiSirlPRo58RP57lPO3fzDGitr/kkV9/edIdcnFJai7+h/TsbS2tv3D5674eI+MvUGEiwQAQNx7j7jnVVUjESxuooCK9i42L9LXhYQhxdwdGdtyk4lu3jhrxu3U59PcfTS8H7wq+4B0+kN9fQ3r08TEv/yDJjeMzEzz8O1LtpWfvlnozM3ha8yR4Ko13Iwt+ZrgWj5LFyHRK+vrTyQm96PYmsTEz7xF3XeChL4KzsnFrDTFyuKDc/J4XQ6yttX/Iebfu8LL94idvnXJm7tiV1JR8QhHdxEiVZREG+rg1s5v+WS/EzG/8suMLXCRAACIe+8R93EuXq0+h+mQ+Wae1wPGq4yWX/3lHyxNZqKvJG0Yi3wDWhZ4mJuPs6ZF5hfI27n4vX2nNHNr37N3zviEeme/W+wb2MEdU3FwtX31Gv0/QH0P+lvQ/mg40neMBUX4JhH54P8z4j7sGvAuV937wSQ371EunuivSatbpZaUilnT94ZGY/ZfUNPYDRcJAPxc4t7xiHotV5vpbnE3jo6Xs3UZ7ewRkvNpVjj9VeZvDIflfsFf3Ra5vXVstrg1I7Kg4Jt+NL+qmvziVVldnSiRviYkrNUyA2l2GCsahkidpXtUWJ6gG/CQnp55ICZhiV9HxX2xT8DKoNA+ZNvXHyrZHXi46VeqvSiJvtEjQGo3N/wpIz0TbY4SVSwWjsSoZbObFi4u/fDkeZbjiwwRIm2Kvaf4vnNwhQDAT+q5dySiXjua3k3iLmnDRC+phhfpefqW0MgdETGD6Y7i1vT25RCJHY7EDQsnac3s9K+LkejMjMxWv6pnc3Iqq45TvEQVtCctN0Z7devpM0LAQ7SHHTR+6clT1D30pdiyOvbYqt/bnJ0RMSfik4SuW6oynYSJtJkM15s23IF7dIwxBe8bSyJzYrdshCypYpbcifbiJLraplNwhQAAiDuXVpdu/27i/jAvfwjTebqHH9ImrpJyOAOodvrBYUgNVexdLZ69QIrfl8ysqK9vua1tRiY3YhyRirOmV3dl/uDHj1vDojM/fGingJt/9PL1Z7h9YUz8RBdvSRuG65usjtvvxL6llZSJXbP6lWw3wdUTt//8gFEG+QUlE5huvg1zbxrB3KeOP35L3JK63D9YzsZu2baLcIUAAIg7l1Yj6qEy/fr1GzBgAIFAyM7O7g5xn+LmgyXSdAIfChPpMz383d58+hVaesZCn8CBDUMT3llvzyWlIF8+t6qVeBGH4xL/8g+yeZG+Pyq+uyud4hRssOcaSqwJCRcj0uXtXJoNj/Ad5OZjLSlYK9rjZ5nCcgSsHF5YnoAzu3wg5vOQfWltndBta/NLzAlL9pdXVF0nemw1uwtXCACAuDcX92YR9fLz842MjNTV1ZtZ6EQMVZsvJ4PXszkiJKq65wPkdIuR6Ejfs/57MtP5dRaWSP2VZo/yeTmT3bwj89+3tDnG2XNPa3NguoOb1l47j1p8z2ZmczgSd2wwp29ihmiO0NjFdA0dvWiv6N5zmg+CG8vE5xZgLtwNDEsSU+Q+BKu+8sg83aNwhQAAiHubwzKNlJWVdT2GKvnFK4wV7XV5Be9jHZtdUF3dn2K3NzLmF5qDaUw8IeBh43h0eV3dvWfPQ3LyGn352Z7+o5w9nhaXNjM71sUz7ltCC32DsLI51TVfzHE8fcPh0AXad27pk9fs/t58TnX29tnah3h7hV2yc9hdWnl9vfXzVyjnYGi08A0iB/n4coQBamvkp2/xCIiBKwQAQNy5tBNRr6SkxMzMbNasWV0U9zEuHjIUu/jCImUH1zle/kJW1F9o9sgf57nwX9183cMICRsG81Vms1ELYSKtvMMRQb+Ju1TfviNWRyY80936r8Yq87p6lskZmwt3nH9Ie8/WPjxL69OCkTqniX1ukX65R8FYUYtqan43v97XmDvI7hucMGbRXglV3YyvrUAJAEAvFPeOR9TjFZCRkVm6dGlGRkZXxH2hb4AoiT7V3XeEk7sIkYYl0u6kPkM5crbfoJWaD0LQq+lskzcfKgbS7Lupiu/T/LFy+D7DVnEj58kRcEo6ijO23qX6/JD2fpdXmFvwaYqqdXCMkCWFu1LCHesTCcnCN6ykDI/BJQEA4Lnzk46Ie2JRMdLxia7ek918cNZ0DW9/3rM/RbW1z8vKO/5b6x6GI0WrZLHq2Ozhju7UlxmPcvNnePh2x3FVVdf+Nm798rWnxi7eJzdl89aDdxcbnBBV1DY9Q/7hbf8iI0dUUUt06kah9UfmWTsKWVBe5xfBJQEAIO7fVdxjCgpXBoWOceZO0L7yJI2entHp39ocGoW1ouVWVTlmvkHu/whHj9/oDqOdPfh7RI+iU03O2Igr60iq6t2jf+458gtL/5i4sa6OJQjNX1Nbh5UlKJvfQL0d5twdFosNlwQAgLh/V3Ef5+IlSWZeTH7a9d9C4i5Coj8rLbPPeD3Xy3+au28fsq3V8xf8PSIxBW1hOcKYRXvd/QT6tuQVSzfXoLhhK0xv0PzgegAAEPfvKu7+2TmD6Y5YIjW7y9EnPjaseStqzVjuF3QmMXlbWLQMxbYPmcnfw+FwOBIqugNGrdlqdg9OMgAAQNxbpy/ZVphIo3ZhKKYpiYXFckwXURJ9lJPHquBQlPiN5thpa/X1LBefqP0nbd4XljVm5r0v+WXsWjf/mNSX2XCSAQAA4t46/al276v5GZd5gqs31oo21d0nJLfzs/2qa2pz8ovwW85h5fAi8gTMEM3896WPn75+865AVFFLZsRqOL0AAABxb1Pc53k/EP3v+dKv0sFVYca4eIqQaFgitdN9BovFXmxwSmiIpoSK3pYDt1GO3LQtv0/cIKqoPXrRnj8nb7JzD4PTCwAAEPc2xX2pb+B4V++OGJmmeRCnpHP+jjPVMbj9kmaxCX/7h2x6FNHpBcIsmf4YWbwV019EQcvJm7um48W7LsLyhDGL96GcSctN4NwCAADEvT1xn+buG5b39aXVfYMT+gxfhVPURpqLlcNTHIPm6R4Ni0mrq2et3nWltq6evzu87dC9vzaeRf57RBz3J1BO+YcqN/9olJCfvuUezRfOLQAAQNzbE/e+ZNuXbTyjZLDnGk5JW3XOjplahwyNb8pP2xLwKMk3JEF76wWhIZpI5VVnb8srKMHIak7521RMSdvkjE1O3lee0xk8bj1WjtBPbTWn4RFWJN/5haV7jlmSHYOaFvvfpI3nbzvBCQQAAIh7Z8S9hsUSIdHqW1sRF4mvpKruAv0TIvJaIgraWFn8DZJn47fIVY9LfiUsT9BYefSPCYbIlx+5YI+Esh5K/HPwTk4bj2I22NTbccQSp6QjLEcoK68k2gaIKmlLqugt1j+O/haIKGjdp/tlZOWjRG1tPZxAAAD0NnHveJi9VjM7KO7PSstUWoT69AmJF1fWFVPUQu/oY0ZWXkT8s7sU38LiLxz8unrWhGX7kf8uP30L1TnkQ0V1n2ErkXYjXf5j0saq6tpWB1v6Dl+FEuOXGqGOASOH7ztitYyavsyI1Zghmr+OMZildUh1znb0cdTCvXD2AADQaz33joTZazWzg+J+N+3FWBevpjml5ZWYIfihc7Yv33C6uLSi/d2rrqlz9Ip6kva6aebavdeQ4heVtBIsaczCvbN1DqPEjqMW45YanbvtjB1CCA5/UldXHxCe7BeSGJ34Ysjkzai3uEPxgbMHAICfRdxbXc+9/UXe2xd34+i4Jb6fg0fbe4TN1j6MHPDzXVgyd53RdVFF7bT0t+UVVf4PHzf96n8TN6a/zm38WF/PunDXuemKK7n5xahj2H74Ppw6AAD8ROLeapi9VjM7KO6LHb1mn7PaYHxj5bZL0sNWYeQ0RRQIRLuArhxzZVXNtBUHQiJTGK6PcEo6vMzTNxyEFQjCcoQPFdXtb256luITHA+nDgAAP6m4NwZdaif23sevhdlTOnNXeOpG5Gijl9Ksbceu8GcRmBWGZ+08wpCgi8hrzdU9gnJGLdjz98azYTFpcE4AAADi3u3DMt3ESI3d0sNWjl64V376ltEL9qAcldnbU56/gRMCAAAQ91bEvdUwe+3E3vtR4s5isXFK2shtT0p7jZUjiClqYWTxZR+q4IQAAOBnF/eOh9lrNfPHijvC7Dx15c5LHA5n+2GLJQanNuy/CWcDAAAg7nzm+4s7AAAAiHu3Y2FhYdMut27dsuEHYAfsgB2w8zPYsbe3Fwhx73QvBHbADtgBO2Cn4wicuD9+/BjsgB2wA3bAThftCJy4AwAAAF0HxB0AAADEvdsICgoaPHjw2LFjU1JSZs2aJSkpOXv27IyMDLAjgHb4tTPNz0Uh/pyNYKe77WRnZ6urq0tLS6PW70q7g51utSMo4j5+/Hg6ne7g4DBw4MBjx46Vl5ebm5svW7YM7AigHX7tDA6HMzAwWLJkiZqaWt++fVtdXBrsCI6dxk3weLyRkVFZWZmZmVkn2h3sfCc7AiLuEhISVVVV1dXV6MDQwaCc0tLSfv36gR0BtMOvnaFQKNOmTcvKyuqiRwl2vo+dxg379+9fUMCNiFlSUtKJdgc738mOgIj76NGj09PTmx7Y69evlZSUwI4A2uHXziBiYmLQ/4CIiIguDheAne9gp3FD5P53ZZAH7HwnOwIi7s7OzuvWrWuas2XLFhqNBnYE0A6/doZHbm7u3LlzyWRyF8eCwU5322m5DEmnxQvsfA87HwHgR1NTU7Nhw4au3+gDO9/HDtAjEOhm/vDhA9jpKXagcsAO2BEoO4Ii7klJSSNHjuzXr9+mTZvKy8s7/U8E7HwHO1A5YAfsCL4dQRH3GTNmXL58uaio6MSJExMnTnz//n3njgfsfAc7UDlgB+wIvh1BEXdJScnKykpe2tLSUk1NLTc3txPHA3a+gx2oHLADdgTfjqCI+9ixY+PjP0ejvnbt2vDhwztxPGDnO9iBygE7YEfw7QiKuLu6uv71119Nc06fPt2J4wE738EOVA7YATuCbwcmRQEAAPRCQNwBAABA3LuNoqIiExMTVVVVaWlpKSkplDA1NS0uLgY7AmgHKgfsgB3BtyMo4q6urm5oaJiamlrVAEqgj/Pnzwc7AmgHKgfsgB3BtyMo4i4mJob6q2bdFw6HAzsCaAcqB+yAHcG3I1iee1paGq+zQgn0UUNDA+wIoB2oHLADdgTfjqCIe2FhobGxsaqqqlQDKGFiYtKs+wI7AmIHKgfsgB3BtwOzZQAAAHohsCok2IFVIcEO2OmFdmBVSLADq0KCHbADq0J2G7DAWw+yA5UDdsCO4NuBVSHBDqwKCXbADqwK2W3AAm89yA5UDtgBO4JvB1aFBDuwKiTYATuwKiQAAADQExAUcR8xYoS5uXlycjLYEXw7UDlgB+wIvh1BEffo6GhjY2MFBQVVVdVDhw4lJCSAHYG1A5UDdsCO4NsRuGGZuLi4gwcPqqioKCoqmpqaxsTEgB2BtQOVA3bAjsDaEdwx98ePHx85cmT48OFgR/DtQOWAHbAjaHbghirAHwTtcW0A2usnby+BFvdOzP4JCgoaPHjw2LFjU1JSZs2aJSkpOXv27IyMjE7vQ3Z2trq6urS0NLLWCTuNh4D+YU2YMAHtz5QpUzpxq8TNzW3QoEHouJ48eYKOSEJCYvz48cjmt9rhS5AXQXvMuuunTS9uLGivn7a9epu4o1ah0+kODg4DBw48duwYqhpzc/Nly5Z1+qfxeLyRkVFZWZmZmVkn7GAwGDabjRKjRo26detWZWXljRs3Jk6c+K120Ini2UD//v1v377Ns4MO9lvt8CXIi6A9Zo3D4QwMDJYsWaKmpta3b1+h/4DGgvb6mdtLSHB0vFW+1Q7qdVG1VldXo22RIqOc0tJS1Ad2WtxRexcUFKBESUlJJ+z8+eefsbGxKIF6ct4jxRUVFeLi4t9qR0xMrLa2tqamBu0YOkCUg6yhg+2Ena4HeRG0x6wpFMq0adOysrK66An2ysaC9vpp20uAxJ0vnvvo0aPT09Obbvv69WslJaVO7w/yLLqyP1evXlVWVnZycjI2Nm50CpDP8q12hg4d6t0A6mzu3r2LTkFkbdy4cZ1zLroY5EXQHrNGxMTEIFcrIiKiK2LRKxsL2uunba/eJu7Ozs7r1q1rmrNlyxYajdaVfxJdHBx0cHBAfgry+pF/gU6jgwcPoj8TnRsWRF1XcnLy7NmzkXuCzoBOTLHiS5AXQXvMmgfybubOnUsmk7syCtz7Ggva66dtL5gtA/Qe0D/rDRs2dP0WHwDt1QuAagUAAABx7zb4NYsI7HTmJOCH69QJI9BYP6qxoL1+hvYSFHHn1ywisNODxB0aq2eJBbQXiHtn4NcsIrDz1VOk61NO+TVvFRrr+9QztNfP2V6C5bl3fRYR2OlE/98JceejJwiN1d31DO31c7aXoIg7v2YRgZ0eJO7QWD1LLKC9QNwBAACAHwxEYgI7cFBgB+xAJKZuA4Kq9CA7UDlgB+wIvh2IxAR2IBIT2AE7vdAORGICOxCJCeyAnV5o56e4oQrBYgA4mYGfjd4WrKObgsV02g6/nmwuLS09dOjQsGHDkJ3+/fvPmDHD1dW1E4fAl6AzMjIyW7du5S2lzRe6GO6K73a6eNrwKxyYoJ3M/DoJe+VF0R3XRRfbq7eJO7+CmPBrf/j1ZPOSJUtu3LhRWVl58+ZNdCU4OTkpKyvfunXrW+3wJegMqoczZ84oKSmNHj36+vXrnZgR3Kw+uxjuil92+BUhiF/hwATtZObXSdgrLwo+Xhe9Tdz59cQt34KYCNgT2+Li4o2xZpCzgxLIQZCVle3E/nQ96AyvHjgcDnJR9fX1kWupp6fn7+/f6fO1i+Gu+GWHXxGC+BUOTNBOZj6ehL3vouDvddGrlh/g10NZfAtiImBPbCPHjeekoHfkF6AcNpuNwWC+1Q5fgs40qwekpMhd6kTkGn6Fu+KXnY98ihDEr3BggnYy8+sk7JUXRXdcF73Hc+fL8fAtiImAPbGdnJw8efLkZqOBndgfvgSd4ePIAF/CXfExbNZHfkQI4lc4MEE7mfl1Ev6/vSuPranpw69QS7VFq1pLamvrQ9VeqlR0SQWppZaQSNrE0oiGICHRWqoIQhC06h/LH9SLVrfQIr4oiUiUaImKneCrWhqhaPie3COTec85M/dcPfe+p9fvyU0zZ86c5/xme+Y3cyYdt+wUzl4xo38/QCCYADohiOAGoObbjGHWrjhTeCxlDPG4jMdqjZlgOXF318NZrLYrzhQeSxlDPC7jMWstwmr2WI3HLNGgk5icy2O1XXGm8FjKGOJxGY9Z4mU1e6zGY5Zo0ElMzuWx2q44U3gsZQzxuIzHXfcrW43HLNGgk5icy2O1XXGm8FjKGOJxGY+77le2Go9ZokEnMTmXx2q74kzhsZQxxOMyHnfdr2w1HrNEg3bLEAgEghuCxJ1AIBBI3AkEAoFA4k4gEAgEEncCgUAgkLgTCAQCwcXi/heBQCAQDKD5iTuNnAQCgfBvSSWJO4FAIJC4k7gTCAQCiTuBQCAQSNwJBAKJ2p9l3h8q7uxrspeXV0xMzN27d1Xxqs/NCIwaNUpkRklJyeDBg9u2bRsWFpaXlyeyk2fLzc3lb5WWlqrSBwcHh4SE6Nrs5+c3efLkmpoa7Yuqq6v79+9/8eJF1atFFuoSAsXFxQMHDmzdujX+IsziX716NX/+/MDAQB8fn9jY2PLycnm8LlVOTs7s2bO1lTJr1iwUi6QKRNbaNU8hMbKdQJRAwsysSkxM1D33QJIjSQuxm1kVp7e3t268vP0zfruVImmxztukIbfKGRIhqRSzlMouoSqB6Qa4v7grgY8fP2ZlZQ0fPtxufSQkJJw4cULLcOvWrS5duuTn54Pqzp07rC3Ku+6IESMaGxvZrQkTJvDpr169+h8brl27pn387du3GRkZkZGRqviKigoMCdevX1e9166FKkKk9/f3LywsRPqioiKEb9++rdyKj49fuXLl69evcausrAzjojxel+rLly9du3Z9/PgxbyQuu3XrpvynaXmVqazlITLDeG8R3bLLXFtbu3r16rFjxzalk2t1X5JZHqdOnVq1apXxDqLlt1spkhbrPBGRW+UacXe9glntVJDmKu4/bUcswqW12w8hi3Clv379qkoJJyI7O9vRrgulOHbsGPNtU1NT+fSLFi3aunXrli1bFi9erEtYX1/frl07Pv7s2bN9+/atqqrSdXPsWsgTQv3379/Pbu3bt2/OnDlKuH379ronUoriRVQbNmxYvnw5n3LZsmWZmZkGpZC31ogZTRd3I8zQfSQzV9wlmeURERHx4sWL3xB3nl9eKZIW61RBlFh1//79pKQkX1/fDh06TJ8+XTl3ibenoaEBiTHfCggIQACXLMGhQ4d69OjRokUL45WCvr9kyRK8Dh3twIEDouxr40UP6tqvO8ODk4Rnf/z4ocQg0KdPH/hJogySuP9q2ZBR5nDJ++HChQt37dqlStmrV6/nz5872nUxfw8LC1NqCz3z3r17fItEfT+3AbNmvkUqgbq6uvT0dDzFt9TQ0FDRWYh2LVQRIv2zZ89YMoR79+6thKOjo9PS0h48eKCiEsWLqNCOMZn48OGDEo8ALuFFGpFClbVGzGi6uNtlVjz3qKgoc8VdklkGjOspKSk8SefOnT09PdHA9uzZw7vb8sKUV4qkxTpV3CVWhYeHX7p06fPnz4hcunTpggULVPZgUhIXF6d0JUw11q1bxxJMnTr15cuXDlXK+vXrwYZBVGEzLu6iB+3az18OGzbswoULSkx5ebmy2CDKYLMX98q37w7XPDT4Q2LReqWXlxc7vUW+PIpZec+ePd+/f8+b0aZNG9WAKaJSsSUmJmI2XVhYOHHiRJ4wLy8vPj5eCaPmTp48qSXk56q4hANy5coVUYkZsZAnVKVHmM1sUAJw2bp37w5fY968eax7iOIlVEi/fft2Jbxt2za4NnarQNdaHiIzHBJ33bdLmBVgPJ4yZYpyzI2Ja+6SzPJuO/toxBf1jRs3MNio3F45v6RSJC3WyJp7ZdWjw39fMvhDYv5ZkVU8MG2CJ64qRri31dXVShgzb3bkEBI8efLE0REXj/NsxsVd9KBd+/lLzHrZgirm4sqEWJTBZi/uBU+eJf/3msEfEuuSYNjcuXPn+PHjDTpZWVlZyuJmEz13ZfgdOnQoBuRz587xdydNmsTORsFEmB1fqySA6wT/EVONM2fOsPjc3FzoDqtmhz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</iic-com:ContenidoFicheroAdjunto>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">437788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">441272.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2389116307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BANCO DE SABADELL|1,250|2070-11-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">404916.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">401188.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1043024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1045150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1043024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1045150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1600000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1600000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2643024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">17.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2545150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">17.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105066007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CELLNEX TELECOM SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">274300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">395400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">562700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">752400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105630315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CIE AUTOMOTIVE S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">208250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">854000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0121975009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CAF.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">699750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0130625512</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ENCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">232320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0136463017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AUDAX RENOVABLES SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">647660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0170884417</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PRIM SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">85100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRIFOLS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1070000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">952200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">158400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0126775008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DISTRIBUIDORA INTERNACIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1209450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1072000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105229001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PROSEGUR CASH SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">551586.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">773080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">676780.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0122060314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">319580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">381600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0132945017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TUBACEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">933800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1300450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0139140174</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INMOBILIARIA COLONIAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">655800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0171743901</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PRISA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">699936.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">697300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105563003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CORPORACION ACCIONA ENERGIAS R</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">336000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0142090317</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|OBRASCON HUARTE LAIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">429000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">82040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0126501131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ALANTRA PARTNERS S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">285600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9236782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">61.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">8099300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">55.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9236782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">61.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">8099300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">55.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0114357025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|BESTINVER DEUDA CORP Z FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">641793.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">629899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0157639016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO RENTA FIJA FLEXIBLE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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m4uDhaN0CUgVV4/0iulXd+2qdnOzhNu7bArWEW/CVqGKUm+gVIJ2bKyspo4ABRBpavx85EOj/t07M/nqh/lPnLX14iyhi5eoRGSFEmNzeXBg4QZWDhzpRdp+fTZXr2KTc9P2bq+8wQoozxNzH40EMmokxsbCxtHCDKwML5f3eCnk+X6dljXp59U68o4/K8C1HG+DXZz19EGZlMxgIzAFEGFm7Yl+l0ezpOz06ao8/E7LmDxxFljF/PhoRLnzHl5eXRzAGiDCxWaVVVk+g4uj0dp2e3e3rqVbeFdY0y77lMJMqYYGLapi0rPX7fjyk+Pp6WDhBlYLHizp6jz6vT9Oz3Xq3zWZng8a5EGZPUrHv7MXl5eVVVVdHYAaIMLNPs7AN0eHWdnv1DHcf/fj5lJlHGJDV4XYj0GdN3331HYweIMrBMtrHb6fDqOj3b+aVZdRr/e3TmHKKMSarz+k1SlNm1axeNHdCDp6dnq1at/vnPf0ZHR7du3ZooA7NjnVtINsj07M9ef1PPBX95VY07JXuV++/DZby9vaurq2nyQJ3/3LW1jYqKevvtt0Wg8fHxIcrA7ET+5wy9nX7Ts9s9PfWXuoz/bfmn3kQZk9Qibx/pxMzp06dp8oAlIcrgd1a7G3aDTM9eMW6e7lGmo0M/ooxJaoz/OinK7N27lyYPSU1NzYHc3IiERHli0rETJzTe5scffxw/frztPeKCuKr9+H1d7P0ef/xx6XhmZubo0aNtbGw6dOjg5uZ29epVlTtmZGR06tTJwcFB3FI6snv3bkdHx9rGrT+kRjpeWFg4Z86c9u3bi+81YsSIPXv2qNy+TZs2EyZMOHfunPKjiW/UvXt3lcd/6aWXVI5ovwtRBsbW54sUurr6TM8+tkDX8b9OTw0mypiknEI3SFEmOjqaJg+hoqJCFrv1zxFR0jvkmY1RAZ/Gq3/+OHDgwI8++qj0ng8++EBc1X68Njt37nznnXeky87OzomJicXFxUVFRYsXLx43bpzKjXv27JmSkiJu06tXL3FVPCsnJydxtda+/CHNvfnIkSPffvvtK1eulJWVpaenDx8+XOX24jm89957gwcPVtzl66+/7nHPwYMHlR9fZC/l5QyUv6PGuxBlYFSVd+6wokw9p2cP6DdDx/G/r/R1IcqYpGw2bpaijJeXl/hbnIaPdds/a7ppi8qbZMuXqSo3a9GixfXr16XLIhCIq9qP16Z///6XLl1SPy4exMbGRuXgY489VlVVdevWrWbNmomrISEhLi4u2vryWqJMy5Yty8vLtd9ePHlxM8XVRYsW+fj4eHt7i4ylfPvvv/++e/fuitNCyo+g8S5EGRjVoaJi+rn6T8/eOkunETPTB/6VKGOqWuHpJaWZy5cv0/A5JTNRHq1hTFXUZpVbTp06ddWqVb/++mtpaenKlSvFVe3HNUpMTJw/f77Gf0pISHB2dlY56OTklHpPr169SkpK7O3t8/Pz9YgyQ4YM+cc//nHmzJnabi+dlXn55ZelqyI8tW7d+uI9bdq0EVeVb//mm28GBgaqPEJtdyHKwKiC8k/SydV/enbr7lMKFz44zbz1ymtEGVOV65q1UpTJycmh4Vu5goKCLuvl6m8Sl43RIpoo3/LSpUt/+ctfpJEl4oIiB9d2vLZTMic0jcXJzc11cHA4duyYyvE9e/Y43JORkbF06dJly5ZJRzp16pSVlaUxymgcK3PlypUlS5b8+c9/fuKJJ2bNmqV4koqbiRQyfvz4s2fPSse3b98+cuRI6bKLi8uOHTuUg4t4NPE/lV4fxbeo7S5EGRjVjMz9dHINMj37b6MfPP7Xd+xUooypasC6UCnKmOS3LcxKSUnJsI1R6m+S2Zs2qwyXEd3zBx98oBgTo/igp7bj6lJTU1999VX14yKUiHSyb98+Lc8zPz/f3t5ePFsnJ6eUe3r37q37WRmFoqKiFStWDB06VPvtx44dGxcXJ13eunWrYhCP4vZeXl7SiB/FkdruQpSBUTnuSKCTa6jp2UcfNP5366SZRBlTVcfwSCnKKE6Sw5p9HBP7cGSsynZdAdtVY27z5s01jomp7bi6gQMHHjhwQOVgfHx8x44dv/nmG+1PUiSk0NDQ39RGz9Q1yvx2b1COYkyMxttfuXKlSZMmyqd2xFVxUPn2N2/e7N69+08//aQ4T1PbXYgyMJ7Sqip6uAacnv38CzNvLFig04K/vHpGr2byLe7/I/oemr+V+7nwypLIKMXI3xbymHejNqsPkhVBZOXKldLZlw8//FAxrKS24yopYc+ePYMGDVJ5zICAgM6dO5+oZfq3QkJCQs+ePaWzRMqjZ3SPMsOHD09PTxfPsLi4+P333x8yZIiW24tnNW/ePOUj8+fPl3K/8u23bt06a9Ys6YiWuxBlYDxZP1+hh2vY6dmbZ2pb/7dwzhtEGRPWuzJPKco8sBeBNaioqIhK+XLVtnhZ/I5PdqdrXLXl9OnTY8aMeeKev/71r4phJbUdV0kJIj2IRKKePFSoRyjxZBwdHUUQUUQixegZjVFG41gZca8RI0Y8/vjjdnZ2U6ZMOX/+vJYo8+yzz2ZnZysfEVefe+45ldvfvXu3f//+0hEtdyHKwHhiTv9I99aw07NbdZukffxvUxsnoozJ1/xNS0uj+cMg3epDdKxGf815Cayce+5xurcGn579hstcLVGmbYcXiDKmqqlr/KUoI5fLaf4AUQaWYN6+g3RvhpiefXB+reN/ezgOIsqYqlwCgqQo4+vrS/MHiDKwBMO+TKd7M8T07N59ptc2/ndQ71eIMqaq54PXK0b+VlRU8BsAIMqg0esS/wXdm4GmZ0dM1zxi5rX+o4kypqpuYXJFlGHNX4AoA4t4B9C9GWx6dqtuky4s1DCbadHQV4kypirbiM2KKKN9JXgARBk0AgXl5fRtBp2ePWu4hvG/H4+eTJQxYa1y95CijPqqZQCIMmhk9l8pomMz9PTsrHmq4383vzadKGPCestrtRRlkpKS+CUAEGXQuMWdPUfHZujp2U8/N/36/eN/9057nShjwprts0aKMrGxsfwSAIgyaNy8jn1Px2aE6dlh09yUo8zZ2XOJMiasiX4BUpQJCgril4CVq6mpycw+EL5pa0TUJ98c/rZO983MzBw9erSNjU2HDh3c3NyuXr2q8WZ5eXmjRo1q2bLlk08+qdh28YH3zcjI6NSpk4ODg7ildGT37t2Ojo4a1yOWHDt2bOzYseIxbW1thw4dqlgEUuOSfSkpKT179mzatKn4Ki7/kQn+p1WrVsOHD1dZFFs8ge7du9+XIcxjPUCijFVbfugIHZsRpmc37Tq5wO2+8b8Pt3iaF8fkUUYQPRm/B6xWeXm5zDe0Q9/Xpc+Cn3aeHxCySUtWUOHs7JyYmFhcXFxUVLR48WKNO0L/5z//EYlEJJhr166dP39+5syZOt5XShjiNtKOS9XV1U5OTuJqbU9G2kB7/fr1ly9fLi0tzcrKEvmptrQh0pWdnV1SUlJZWVlycrK4fPz4cZUbi3/y8vJ64YUXFPf6+uuve9xz8OBBogzMCOvjGW169qShc5SjTOt2fXllTL5KnlBSUsLvAavlty6iabfJyhuo2fSYtmnzNj0e6vr16zY2NurHRXYJCwvT474q+2CHhIS4uLhoeRBXV1d/f3/N3bxa2hA3FqFHcVU8w+nTp6vfWEQ95V24Fy1a5OPj4+3tLbIXUQZEGSudnp3xxh/jf7t1HcjLYqoaFhisiDKKLQBhbSoqKibOeVc5x0i1aLlMj0dLSEhwdnZWP96uXTtfX98OHTq0bt167ty5paWlOt5XeR9sEbjt7e21rx1gZ2dXUFCgY5Tp0qXLhQsXFFfF5a5du6rcWAQsEVwGDx4sXRWhSvwXLt7Tpk0bcZUoA3MxO/sAHZvRpmc/2cv1V7f/Dprp5zSUl8UcokxeXh6/B6yT6Pi79J+tHmVcpi7XGDi0yM3NdXBwOHbsmPo/PfLII7Nnzy66Z8aMGfPmzdPxvsr7YC9dunTZsmXSkU6dOmVlZWn8RpWVlYp4obw5tnraeOyxxxRZRIopirMvyntrt2rV6ttv/zt+aPv27SNHjpQuu7i47NixgygDc8GuBUaenu0/5b/r/47pN4rXxBz2LiDKWK2SkpJhk95SjzKzl/yrurpa98cRwUIkjH379mn8Vxsbm19++UW6LNJM27Ztdb+vRBoEI56tk5NTyj29e/fW5ayMliijy1mZmzdvBgQEDB06VLo6duxYxZjlrVu3Kgb3EGVAlLG66dnt+8z+8d76v3MHj+MFMVX1CQ5XRBlWybNm7t4hik3TpGrabfK6sCjdHyE+Pr5jx47ffPNNbTcYPHiwSDCKKCMCh+73VZwCCQ0N/U1t9IyKKVOmrFu3TscoM23aNJWxMq6uruo3vnHjRvPmzcWFK1euNGnSRPmEjbgqDhJlQJSxxvrT6mDXUb9HGdmrM3k1zCHKZGdn83vAaonOeNk7q5s9OUUx5vcD9wDdNxkNCAjo3LmzynRlld49Kirq9ddfV3zANH/+fO33VZGQkNCzZ0/pLJHy6Bn1W+bl5dnb28vlcvGfEv+FvXv3aokyubm5IlQlJyeXlZWlpKSIy4pPuJTPygQFBfXt21d6tiofjYn/SGBgIFEGZsFxRwIdm5Grwz99Mha9FfHaDF4KU1WX9XKiDCSVlZWx2z6XrQn3Doj4bFdKnT5aekhNeXm5eu++atWqtm3b/ulPf5ozZ45iFE5t91VWVVXl6OiYnp4uXVUePaPx+eTk5AwfPrxly5Zt2rQZMWKE4mYq30g6mJiYKLLRo48+Kr4qL3utuFnz5s1ffvll6RPYZ599VqWliKvPPfdcbQ9OlIFRsS22SerFt9y/mDmP18Ecogx7F6Dhu9WH6FiJMiDKWEH9/a33eBFMVZ3Xb1JEmYSEBH4PAEQZNGK2sdvp2ChrK/sNUUQZgCgDzspQlCV8wBQTE8PvAYAoA6IMRRFlABBlYAq9Pk+mY6OsrXqERiiiTHR0NL8HAKIMGjHWlaGsfF2Z8PBwfg8ARBkQZSiqsUYZPmACiDJo3GZk7qdjo6ytBq8LIcoARBlYiHn7DtKxUda8M3Z8fDy/B6xZTU3Nt/v2ZcXFZW3b9v2DtkNS7T7v9/jjj2u5jcrxzMzM0aNH29jYdOjQwc3N7erVqyo3yMjI6NSpk4ODg7ildGT37t2Ojo5VVVW1PRktR1JSUnr27Nm0aVPxVWVt39rupXxB2nSpY8eOrq6uypt4q69ZXNtxQy8bSJSxaksOfEPHRllzlGFdGWtWVlaWGhJSuHixtF99wdKl/5bLa8sK2u3cufOdd97REnpUjjg7OycmJhYXFxcVFS1evFix0bSCyBwif4jbSDsuVVdXOzk5iau6fwvFkby8PDs7O5FgxP83OTlZ445L2qOM+Hr79u0zZ854e3vb2toePXq0trtr5OHh8dFHHxFlYCjuucfp2Chrq4l+AUQZ/H6eIzLyxoIFUo6RqtTNLWv7dj0eqn///pcuXdI9Zyi7fv26jY2NykGVfbBDQkJcXFy0nyKq7Yirq6su+2BrjzIKPj4+r732mu5RZtu2bdOnT7979y5RBkQZijJIlNm7dy+/B6z2lMzhjz5SzjFSZXl719TU1OmhEhMTFVte6xFlRJ52dnZWOai8D3ZJSYm9vX1+fr5+UaZLly4XLlxQHBeXu3btqneUOXv2bNu2bXWMMgcOHBg2bFhlZaWhf5pEGasW9sMpOjbK2mqGrx87Y6OgoOD03/6mHmWOfvCBYv9q3U/JnDhxQr8ok5ub6+DgoDwARaK8D/bSpUuXLVsmHenUqVNWVladosxjjz1269YtxXFxWRzRO8rcvHmzSZMmin/SMiBGhJ4XX3yxqKjICD9NooxVS/jpAh0bZW21ZLUPUQYNdVYmNTX11VdffUBHW0uUEaFEpJN9+/ZpuW9+fr69vX1JSYmTk1PKPb17967nWZn27dtLl0UoUR4bJC4/+uijDzwrY2dn98CIdu3aNZHwfvjhB+P8NIkyVu37a6V0bJS11YceMkWUycvL4/eA1Upev/7m/TnmVze33Vu21OlBBg4ceODAAT2iTHx8fMeOHb950LQpFxeX0NDQ39RGz+geZdTHykyZMkW67OjoePz4ccU/iebw1FNPaY8y3t7ekyZN0h5lbt++PXLkyD179hjtR0mUsWrlt6vp2CirqhbyGHclRBlrVlJcnBoYWOrmJuWYosWLU8LCKioqdH8E0VsPGjRI91ShEBAQ0LlzZ+0fS/12bxhNz549q6urf7t/9EydosyxY8fs7OySk5PLyspSUlLEZUV+kslkzs7O+fn5lZWV4qu4vHr1ao1RRjyHs2fPihzTunXr3Nxc7VFm3rx5crncmD9Kooy1a//JTro3ynrKIXyTcpQ5deoUvwSsWVVV1f7ExMzIyMyoqEO7d9d1wO+QIUPUJ8Epd/C1DSVRH2VSXl6u/twcHR3T09MVsUkxekZjlFH5RsrfLjExUSShRx55RBxUntF9+/ZtkWbEd2nWrJn46unpKcWm39TWlRH37dChg6urq/JZHNaVgbkYkPRvujfKeqpXyAblKFNYWMgvATRwt/qQ+XasEydO9Pb2tsDXnLedlZudfYDujbKeGhIYohxl9FsPDWikfvzxx7Zt2/78889EGVgUlpahrKomrP1jURk/Pz9+AwBEGTR6cWfP0b1R1lMLfHwVUSYyMpLfAABRBo3eoaJiujfKemqFp5ciyuzcuZPfAABRBo1e4c2bdG+UlVSTTbHKA2UUew4DIMqgcWu15VM6Ocoayn5DlHKUUSyPAYAog8bNJXUvnRxlDdUvaL1ylDl//jzNHyDKwBKsPJpHJ0dZ257YQllZGc0fIMrAEqRcuEQnR1lDLfPyVuQYLy8v2j6qq6uTk1MDg8JDwjbuzciq02q/uqxj+8AVb4cMGaLxeEZGRqdOnRwcHBQjunbv3u3o6FjbSki67JYgHZk8efK//vWvP/6UXblS2pJJy9K9KrsQpKamqi/s26pVq+HDhyu2YtC+57akTZs248aNO336tOI2x44dGzt2rI2Nja2t7dChQ9PS0v7op1JSevbs2bRpU/FVXCbKQFVpVRWdHGXx1Uy+RfmUTHh4OG3fypWVlb33oYeNXZ+Hmj0lql3nl7xWr63rqokPjDJa/jUmJmbQoEEabyN12ImJidKOSyJyOTk5Ke85oHeU+fnnn+3t7b/77jtxWXwVl6U1r2t7quJ4v3797ty5ozjyyiuvqG82KV5M8efBCy+8oEuUkS5cvXpVhKqBAwdKV6U9wNevX3/58uXS0tKsrKxRo0ZJ/5SXl2dnZ5eUlCS+S3JysrisvH8CUQb/1evzZLo6yrLrqbAI5Sij/ocdrM1qH/8mrZ6RcoxULf7Ue334JuNEmWvXrnXu3PnUqVMab6OyD3ZISIiLi0udvpGWI5GRkS+++KJ4fPE1Ojpa+1MVx99+++2tW7cqzo4sWbJE477Z5eXlil27dYkywvXr15s3by5ddnV19ff31/gc1Df3nj59OlEGqhbuP0RXR1l2DQ8IZk9sKJ+SGTN+tnKOkWr+wuV1/ZhJ+7+2bdu2RYsWvXr1Cg4OVj63sXjx4rVr19b2CMr7YJeUlNjb2+fn5zdUlBFGjBjx0ksvjRw58oH/EXH83Llz4mncvXtXXO3fv//JkyfVc4kIJT4+PoMHD9Y9yoj/18qVK8UDSlft7OwKCgo0PocuXbpcuHBBcVVc7tq1K1EGqiL/c4aujrLsmuuzRjnKFBcX0/Ctmeg1uzw1WD3KuIyZWVpa2lBRRnLr1q0jR468/PLLy5cvl47k5OQMGjRIykwaH0F5H+ylS5cuW7ZMOtKpU6esrKz6R5nMzExxVXlpJS1jZcTXCRMm7Ny5MykpacyYMb9pGvgiDZf59ttvdYkyCh06dFDEl0ceeaSyslLlNopzVOI1VH49Fad/iDL4w8nSMro6yrLrQw+ZIsf4+vrS6jkrY4SzMsrOnz9va2srXR44cODJkyd1eQRpBElJSYmTk1PKPb1799blaTRp0kR53I+4/OijjyqflXF2dh4+fLguZ2WkaNW3b9/nn39eGoqrforl5s2bAQEBQ4cOfeB3l+5y9+7dM2fODB48eNeuXbWdlVE8OGdloCvb2O30dpSlVvsNkcqnZLZt20aTx2qfgIdbPK2cY5o90St8Q0OOlVF28eLF9u3baz8Fos7FxSU0NPQ3tdEzD3wajo6OymNj8/Lynnrqqf+eho+MHDRoUHV19YABAxQ7kWmPMsIz90gfM2kc+HLjxg3FwBct3135LiLeidfk+vXr4vKUKVPWrVun8VtPmzZNZayMq6srUQYajE/PpMOjrGRxvK+++oomj6tXr77z7qoWf+ot5Zg2Hft97O6j+IxD7yijfGTChAlHjhypqKg4ceKECCX/+Mc/6hSGEhISevbsKTLHb/ePntHlQWQymbOzc35+vvgfia/i8urVq8XxwsJCkR6kc0I//PBDu3btfv75Z12iTG2fFinOygQFBfXt21f7d1d/wKlTp0ZEREhxx97eXi6XX7lyRbxie/fuVdwyNzfXzs4uOTm5rKwsJSVFXD527BhRBhr4Hs+nw6MstWb4+ilHmXPnztHkIX3wsf2zXb5+wX7+IcnJqfqtK6NyWkX5clJS0osvvtiiRYsnn3zyo48+0piTassQ4rk5Ojqmp6dLV5VHz+jyZG7fvi3yhHiEZs2aia+enp5SJJo8ebLyokqiOYgjvz1orIyWKCNp3rz5yy+/rBhNX9t3V3/A3bt3P//889LlnJyc4cOHt2zZsk2bNiNGjFD+nyYmJoow9+ijj4qv4lVVfT68lSE5U3adDo+y1F0klQfKCHVdOwQwxEdOaLDXnJcACqwuQ1lk9Qi9b0UZ6Ww2AKIMLBCbMVHWsPUSi+MBRBlYrGNXr9HtURZWD0fGvivzVI4yp06dorEDRBlYLMcdCXR+lCVVtzC5co7x8vJioAxAlIElW37oCJ0fZUk1xn+dcpSJj4+nmQNEGViy/VeK6PwoS6oVnl5svQQQZWBdHD79nP6PsozqGH7fIr8ymayiooI2DhBlYOHYJZuy1N2wY2NjaeAAUQaWb+/lQrpAyjLqLa/VylEmJyeHBg4QZWD5qmvu8hkTZXlzl4SysjIaOECUgVVgPybKAsp1zVrlHCOXy2naAFEG1qK48lazzdvoC6nGW602xqxy92A3bIAoA+s1O/sA3SHVeGtYYLDKp0slJSW0a4AoAytypPgq3SHVeDcreMfTk7lLAFEG1q5fQiqdItUYyyl0g8opmRMnTtCiAaIMrE7c2XN0ilRjrLk+a5RzjL+/f01NDS0aIMrA6lTeudM2bgf9ItW4qm1ElMopmezsbJozQJSBlXr/SC5dI9Wo94+UyWTl5eW0ZYAoAytVUF7eJDqO3pFqLNVMvuV9mUw5yuzYsYOGDBBlYNWmZuyjg6Qa7xzsc+fO0YoBogys2pmy65yYoRrpKZmwsDCaMECUAX6bt+8g3SRl/jXKP0jllAz7RwJEGeB3hTdvso8BZf47Faz0uG+nAl9f38rKStovQJQBfrf80BE6S6oRTVxiDjZAlAHuU1pVZRu7nf6S4pQMAKIMGiv33ON0mZR51kS/AJVTMgcPHqTNAkQZ4D7lt6vbf7KTXpMyt2odEb3K3UNlp4Lq6mraLECUAVQF5Z+k46TM/5QME5cAogygWeWdO447Eug7KfMph/BNnJIBiDJAHbBdNmU+9XBk7JLVPiqnZPLy8minAFEG0GZ8eiadKGUONWhdqEqOCQkJqampoZECRBlAm4s3KpiYTZm8bCM2q0zA5pQMQJQBdBX2wym6Usq0NdtnjUqOiYyM5JQMQJQBdDXsy3R6U8pU9WxIuEqOkclkhYWFNEyAKAPo6kzZdTZmoky1A/a7Mk+VKJOenk6rBIgyQN34f3eCbpUyfk1Yq7qQTFBQEBOwAaIMUGfVNXcHJP2bnpUyZnVZL3dXc/bsWdojQJQB9HHs6rUm0XH0r5RxqummLW95rVbJMbt27aIlAkQZQH9sM0kZraau8VfJMb6+vhUVFTRDgCgD6K+65u7g5N30spShq1/QevWPlnJzc2mDAFEGqK/CmzfZNJsyaHUMj1RfEC8mJobWB4Aog4ax/0oRg2Yow82+Xu7lpZJjvL29S0pKaHoAiDJoMCwBTBmoZvj6qX+0lJ+fT6MDQJRBA3s9az/9LtWwNUBtz0ghJSWF5gaAKIOGV3672umzRHpfqgGHyKxyVx0iI5fLWRAPAFEGhnKm7LpNzKf0wVT9q4U8ZoWnl/rs69LSUhoaAKIMDCjlwiW6Yar+q+Et8PFV/2jp1KlTNDEARBkYHOvmUfWphyNjXdesVc8xaWlpNC4ARBkYyYJ9X9MlU/rV+LWB6jlGLpfX1NTQsgAQZWAk1TV3J/x7D70yVdcaFhisnmP8/PzKyspoVgCIMjB2mhmyK5m+marn7gTe3t7nz5+nQQEgysAEym9X947bQQ9N6VJOoRvUp17LZLITJ07QlAAQZWDKNOMYs41+mtJenddv+tBDpn5K5ujRozQiAEQZmNjlGzf+vJkdmqhaq21E1PsyDTkmOzub5gOAKANzSTN2UaQZSnOOecfTk90JABBlYO6+++XqE/TclG6fK+3YsYOp1wCIMjDHNNM+cgv9NyVVl/VyjTkmOjq6qqqK9gKAKANzdLa4uLM8hl6c0jhfSQgLC6usrKSlACDKwHxdKf31mY3R9OXWXH2Cw2vLMeXl5bQRAEQZmLvCol9eDN9Ej26dNWBdqLsmfK4EgCiDxqS4uHjUxkj6dWur4QHBGnNMTEwMOQYAUQaNTHl5+Ux51MORsXTwVrLftcZ9IpmvBIAog0ZM/CH+f7FxTTaRZiy8Wm2MWeDjqzHHJCQkkGMAEGXQiIlubM1nn9ts3Ex/b8GLx2hcBE9IS0ujCQAgysASfL473TFsI72+RQ7y1ThZSfjqq6945wMgysByHD58eGRgMENnLKaabtoy2c9fY4iRyWTsEwmAKAMLdOLEiTf91vJhkwVU64jov6/21phj/P39z58/z7sdAFEGlunixYue64KeCosgDTTeEj8+jTsSSIvHsAgeAKIMLFxFRUVcXNwY/3V82NToqsmm2FH+Qe61SEtLY7ISAKIMrMWBAwcW+/jaRvBhU2PaHnK5l5fGEOPt7f3dd9/xrgZAlIF1OX/+vE/gukHrQjk9Y+bVTL6ltuXvhJCQkKKiIt7PAIgysEYVFRXbtm1bstrHgT2bzHhkzApPr9pyjPjxsSMBAKIMrF1OTo67zFP83S/++ic6mE+1kMdMXeNfW4jx8vI6ePAg714ARBngd5cvXw4KCnrH07NXyAYyhDmU+EG8K/OsLcfExMSUlpbyvgVAlAH+UFVVlZ6eLpPJZvusYTiwCct+Q5T4EdQWYnx9fVn+DgBRBqhVYWFhZGTkSg+PIYEh7ENp/IXvJvoF1LYRgTQypqysjHcpAKIMoE1NTY34u1/89f+Op+eAdaEEGuNsbT3Gf51IkLWFGD8/v/z8fN6cAIgygK7Ky8t37twpOlECjaEnWg8LDH5fJnOvnfhBVFRU8J4EQJQB6uzs2bNBQUEEGgMt3SteUi1je4Xw8HDxI+B9CIAoA+ivuro6MzPT6946sys8vfoEh7OkXv1DzPPB67WsFiMtfJeXl8dGBACIMkDDKC8vT0tLkwLNW16r+wWtb7qJRWjqXLYRm0f5B2k/E+Pv75+TkyMSJO86AEQZwICB5kMP2fi1gR3DIwkoupRj2MYZvn5aZidJE62zs7MrKyt5pwEgygBGCjTCQm/fPsHhDKOpbVRv/6CwZV7e7lqJF1O8pIztBUCUAYynrKwsISFB9r+pN+/LZGPXBtpviCK+KFa6Ey/Ihx6yB4aYpKQkVosBQJQBTKOkpCQlJcXb+4+zDvN81vQJDm8hj7HaZe6GBIYs9PZ1f5CgoKCDBw9yJgYAUQYwvaqqqqNHj8rlckU/vcrdQ2SaAetCRdduDQmm/YbI4QHBf1/t7a6DuLi4U6dOMTsJAFEGMDsXL15MSEhQDKORiA5edPMWOUC48/pNY/zXveW1WpcE4+vrm5qaWlxczPsEAFEGMGuVlZWHDx8ODw9X6ctXeHqNXxvoGLaxUU/kbrUxpkdoxIS1AdoXhlFZ6U68IFVVVbw3ABBlgMakoKAgISHBz89PvXdfstpHpIHng9eb/0jhhyNjO4ZHDlgXOnWN/3IvXeOLtMxdZmbmxYsXeScAIMoAjVhNTY3INGlpaaJr19jlf+ghm+uzZnhAcI/QCDMZLyyehngyLgFB83zWaNnlUaOIiIivvvqqqKiIHz0AogxgaUQHL7p55QHC6lZ4eokAMdEvYEhgyLMh4Z3Xb7LZuNlwqUU8eJf18ueD14ssNXWN/0JvX+2r8dYmOjo6JyenpKSEnzIAogxg+crKyo4ePRoXF6c8kVuLlR4ey7y8Z/usGbs2cFhg8OB1IX2Cw0U5hW4QQURUx/BI24jNoprJtzTdtEW6LA5K/9orZIN0e3FfUeJBxEOJB9S+/O4D+fv7x8fH5+bmsjAMAKIMYL0KCwtFGkhKSlIfKWxuZDKZXC5PS0vLz88vLS3lZweAKAPgPlVVVefOnfvqq6/i4+M1jhc2PvE0xJM5cOBAQUEBuzwCIMoAqIOysjIRIPLy8jIzM3ft2hUdHR0YGGi41CIePCYmJikpSWSp/Pz8ixcvshovAKIMgAZWXV1dXFx89uzZw4cPZ2dn7927N+GeHTt2xNwjl8uD7vH19fX29pYui4PSv+7cuVO6ffY94kHEQ4kHZPldACDKAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAAAAogwAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAACDKAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAABgzf4/xsk91wV/5dYAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
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<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 7.617.979,30 euros que supone el 50,77% 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 11.404,67 euros, lo que supone un 0,08% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por un importe medio de 1,48 millones de euros en conce pto de compra, el  9,98% del patrimonio medio, y por importe medio de 1,45 millones de euros en concepto de venta, que supone un 9,90% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 los PMI&#180;s Americanos, los datos de PMI manufacturero, contin&#250;an d&#233;biles, indicando contracci&#243;n, pero compensados por los PMI&#180;s Servicios. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflaci&#243;n en el 2,1%, que baja al 1,9% en el 2026 y 1,8% en el 2027.  A pesar de estar Alemania floja, tanto el crecimiento del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores pa&#237;ses de Europa, estos son, Alemania, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera que Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esperado a finales del primer semestre.
 Francia contin&#250;a penalizada por su inestabilidad pol&#237;tica, siendo el &#237;ndice el que menor revalorizaci&#243;n lleva de la Eurozona.
 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Se mantiene la Inversi&#243;n en  renta fija con una tir que se mantiene a una media del 4.5% y duracion de 2 a 4 a&#241;os, con escasa variacion  de ponderacion respecto del semestr anterior, cercana al 19%
 Se ha incrementando  la exposici&#243;n a renta variable hasta el 68%. La liquidez es del12%
  
  
 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 4,91% durante el periodo y en los &#250;ltimos doce meses ha sido del 5,49%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 2,9%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,65%.
  
  
 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 3,31% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 3 participes, lo que supone una variaci&#243;n del 8,82%.   La rentabilidad neta de la IIC durante el periodo ha sido del 2,9%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,91%. GVC Gaesco Crossover Situaciones Espec Euro 75 RVME FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,03% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 2,9%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 La cartera de renta fija se mantiene invariable.
 La componen bonos  del Banco Sabadell , Bbva, Ibercaja y los bonos de Union Fenosa. Tambien los fondos Bestinver Deuda Corporativa y Gaesco renta fija flexible.
 En renta variable, se ha incrementado la exposicion hasta el  68%
 Los principales valores de mayor peso son Tubacex, Grifols, Dia y HBX Group.
 Se ha incoporado HBX Group, ya que pensamos que ha sido un valor excessivamente penalizado en su opv, siendo un Player dominante en su sector de intermediador del sector hotelero con otras empresas de identico sector. 
 Tambien se ha comprado Acciona Energia, pues pensamos que existe una posibilidad cercana del una opa por parte de su matriz, Acciona.
 Audax ha sido otra de las incorporacions, ya que afronta un 2026 con una capacidad de crecimiento mayor y unes cuentas saneadas, dentro de un sector relativamente estable, cotizando muy por debajo de sus pares
 Otros valores de menor peso que se han incorporado son Melia, y Cash Prosegur
 Se ha reducido posiciones en OH.
 En el caso de OHL,despues de a&#241;os de reestructuracion, la empresa empieza a recuperar margenes y desaparecen los litigios de obras cuyas posibles penalizaciones cuestionaban la viabilidad de la empresa. Se espera un flujo de noticias positivo asi como una paulatina recuperacion de margenes que puedan mejorar el precio objectivo
  
  
  
 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.  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 1,47 millones de euros, que supone un 9,83% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,9%.
  
  
 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 6,69%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 6,58%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 0,46 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Situaciones Espec Euro 75 RVME FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,76.
 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 5,17 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.
 El fondo tratara de acomodarse a los movimientos de ajuste de la renta variable y sus expectativas de rebajas de tipos, en tiempo y cantidad. 
 La ponderaci&#243;n de la renta fija y variable se modificara en funci&#243;n de dichas expectativas de politica monetaria e inflacion. Dada la escasa posibilidad de obtener rentabilidades importantes en el computo total del fondo, por su exposicion minima del 25% en renta fija, se ha incrementado la exposicion a renta variable, cerca del maximo permitido. 
 No obstant, el actual clima de complacencia se observa y monitoriza diariamente, para tratar de evitar un impacto relevante de una possible correccion, en el valor de la cartera por lo que se modulara la exposicion a renta variable en funcion de la possible volatilidad.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSSOVER BDS CLASE</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2022-12-23</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S22025_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_14 contextRef="FIM_S22025_V-10920056_ia">14</iic-com:XCode_VocacionInversora_14>
<iic-com:PerfilRiesgo contextRef="FIM_S22025_V-10920056_ia">4</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">La gesti&#243;n de las inversiones se realizar&#225; combinando distintas estrategias mediante:i) principalmente una gesti&#243;n muy activa en venta de opciones (utilizando los par&#225;metros Beta, Delta y Sigma) y futuros del &#237;ndice S&#38;amp;P 500 lo que conlleva un marcado componente de inversi&#243;n en el mercado norteamericano y ii)   inversi&#243;n en activos de renta fija. La exposici&#243;n a la renta fija (RF) ser&#225; entre 0% y hasta el 100% del patrimonio en valores de RF p&#250;blica o privada, de emisores de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 15 a&#241;os. No habr&#225; exposici&#243;n a la renta variable directa. No habr&#225; inversi&#243;n en pa&#237;ses emergentes. La exposici&#243;n al riesgo divisa ser&#225; hasta el 100%. La inversi&#243;n en instrumentos financieros derivados se realizar&#225; tanto de cobertura como de inversi&#243;n y solamente en Futuros y opciones del &#237;ndice S&#38;amp;P 500; Futuros de Bonos US y futuros de divisas EUR&#47;USD; siendo la exposici&#243;n nominal m&#225;xima en derivados del 60% del nominal. La gesti&#243;n toma como referencia el comportamiento del &#237;ndice Euribor a Semana capitalizado anualmente m&#225;s un 3,25%, siendo su objetivo de gesti&#243;n el de obtener una rentabilidad no garantizada superior al &#237;ndice de referencia antes citado con un nivel m&#225;ximo de volatilidad inferior al 12% y medio de 7% en t&#233;rminos de volatilidad anualizada.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000BU27014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ALEM&#193;N|2,500|2032-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99114.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0001102622</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ALEM&#193;N|2,100|2029-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">148712.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">247826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00BPCJD880</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO INGL&#201;S|1,750|2025-10-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22025_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">349196.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">349196.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS0179060974</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AXA|0,955|2070-10-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">97440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1117298163</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|MOODY&apos;S CORPORATION|1,750|2027-03-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98983.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1960248919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|JP MORGAN CHASE &#38; CO|1,090|2027-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99756.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">99122.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2387929834</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|BK OF AMERICA CORP|0,846|2026-09-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100177.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2625968693</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|BAYERISCHE MOTOREN W|3,250|2026-11-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">50701.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2643320018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|PORSCHE AG|4,125|2027-09-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">51084.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">51411.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2644756608</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ROYAL BANK OF CANADA|4,125|2028-07-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103635.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">104304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1002121454</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|STICHTING AK RABOBAN|1,625|2070-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">112830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">114124.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1292389415</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|APPLE COMPUTER INC|2,000|2027-09-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">149099.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE6320934266</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ANHEUSER-BUSCH INBEV|2,125|2027-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99642.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS3176776857</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|JOHN DEERE BANK, S.A|2,500|2028-09-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">149499.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1380334224</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BERKSHIRE HATHAWAY|2,150|2028-03-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98926.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">963789.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">22.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">716262.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">19.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS0991099630</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|INTL BUSINESS MACHIN|2,875|2025-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100244.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2350621863</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|NESTLE|2026-06-14</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">49486.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49013.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2555178644</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ADIDAS AG|3,000|2025-11-21</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100237.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2625968693</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|BAYERISCHE MOTOREN W|3,250|2026-11-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50413.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2694872081</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|VOLKSWAGEN LEASING G|4,500|2026-03-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">101545.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2775174340</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|KBC IFIMA NV|0,703|2026-03-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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7e0jVdu3Y9dOiQxZQx3lzm22+/NazdEd/d+J4YVthIP8vVq1e7desm/ciGn87KrcTne3l5Pfnkkw8//LD4qS9fvkzKwF5UpaRQFaSMombISnZiUrTCwsLB69ZbONto1EaTzWX69+9//vx58/dxxFcQr+WPPPLIY489tmzZMicnJ+vfMScnx3zNTXFx8ZIlSwYOHFjTrdLT00XriO/l6uqaeFvv3r2trJW5efPmypUr33jjDRvXygj+/v5z5syxca2MgQi42bNnG74RKQM7SBlOJEnKKGxeXxXKTkwK5xu3uVl0nPGjokVU7KqvtltZ4WGyI5JBRESEyBrr3y43N9di7oiaadOmTU23Gjp0aFhY2K9mW8/UlDLSm1atWrWSLo8ZM8Zkqxc3Nzfz+unRo8ePP/5ouMbKrYzduHHDyj0nZdDYdJGRVAUpo6h5YfUadmJSuKv5P3tHbzBs+dt2Xcz8DTGlpaXWXiONimHChAkXLly4du3al19+2bVr14yMDPPP+eCDD06ePCm+5rlz50SUzJo1S7p+5MiRp06dKisru3Tpkre3t/m2MpKEhISePXtKa4mMt56xvlZGo9G8+OKL0ofiu3Tq1Gn37t0imBITE8Xl06dPm9/PTZs2iRQzXGPlVkOGDElOTi4qKiooKJg3b96gQYNIGdiLSrWaqiBllHloGXZiUjIRGesTv1m8JV4Vv+2Lvcm1nl7U5OW/e/furVu3HjZsmHjtt/g5u3bt6tOnj/icZ555ZuHChaJdjK9v1aqVaKAZM2YUFhaafy9xZ1xcXEQ3SB8abz1j8Y5JxNccMGBAWlqa4Z927twpMuiBBx4Q/xXf1+L9rK6u7tu3r/E1Nd1K3A3piDiib0aNGpWTk0PKwF5UzJ5NVZAyihrniEhDyhw5coQnAdTb6+h9vJKSMmiCdTKVJAUpo7R5Yk20IWX279/P0wBAysCBVRcUkBSkjNKmvXajIWUSEhJ4HgBIGZAyDCnjSNMyMtaQMhxaBiBlQMowpIzjjSFlYmJieB4ASBmQMgwp42AzT6WSUiYyMpLnAYCUASnDkDIONj7+/lLKaDQangcAUgakDEPKONh4qgOklAkMDOR5ACBl4Mgpk51NUpAyChz3gCDD5jI8DwCkDByY/vx5koKUUXjKGA7DCmU9++n1+w8eWRO1Sbv+i6PHTlp+Xazh1EsXL158//33298mLogPrdzW5CuYXP/QQw+Z3PDAgQNdu3bt0qXLwYMHpWv27t3r4uJS0/GIze+e8TWJiYk9e/Zs0aKF+G9NB/w1ucb4gtC8efMnnnjCzc3NcAaDX2s+O9V9lpAyIGVIGaZhU6aoqIinAqUpLi5eqAp57IXx93UdIaZ7v8kBK9fa3gr9+/dfuHBh0W3z588XH9pyK3Pbt2+XTkxtTDSH6I+dO3dKZ1zS6XSurq7iwxpfvGuOkrS0tE6dOomCET/v7t27azoNk5WU+fXWgVQrL1y4oFarRbelpqba/tMJfn5+4hdFyoCUkeFcm+oRPXZan48+IynsIWUuX77MU4HSBK1a19x5pNQx0rTuMTpy4xYbW6F169Y3btwwVJH4sG4p07dv359++snkSpPzYIeGhg4dOtTai3fNUeLm5lbrybFrTRmDgICAP//5z7b/dFu2bBk7dmx1dTUpA1JGVnPZY9qKUR5tu996DnUe8ylJ0VTjtSzAkDLZ2dk8FShKaWnpiEmfG3eMNJ4+KhtbYfTo0YsXL75+/XpRUdGiRYvEhxZv1bFjR1E5vXr1Wr16dVVVlckn7Ny5c8qUKeY3ND4PdmFhYefOndPT0+uWMs7OzpcuXTJcLy4//fTTdU6ZrKws8RPZmDIpKSmDBw9u/HdvSRlShmnAuTht+uz33Fs8/aHheZOUsYedsUkZBRJ/cee+E81TZvDITyyep9r8Zfunn37q1q2btCGIuGBlxV55efnJkycHDBjg4+NjvkrG4onZjc+DPXPmTG9vb+marl27Hjp06K5S5sEHHxR3wPjOiGvqnDI3b95s3ry54Z+sbBAjoqdPnz75+fmN/8clZUgZpkHmOw/P8UMmmz9vkjKkDJpEcXHxu2Nnmy+SU7x99Xq9La0wdOjQ+fPnG7aVsf4GkJCTk9O+fXvja5KSkv70pz9Zv1V6enrnzp1FXbm6uibe1rt373tcK+Pk5CRdFlFivG2QuPzAAw/UulamU6dOta6VuXbtmqi077//vkn+uKQMKcPU59ycMuWIu+eQ/uPNnzGl6Tb8Y5KClEGT8FWHNut2x7YyLbp/uCp8vY3v4LRq1arWbWWM5ebmGhpC0r9//5SUFOu3EoUUFhb2q9nWM7anjPm2MqNGjZIuu7i4nDlzxvBPaWlpzz77rPWUUavVI0eOtJ4ylZWVw4YN27dvX1P9ZUkZUoapn/ll6tQdEz1fevkvNUXMbztNDJ9JUjTVLPb1M6RMXl4eTwVKc/XqVe85y1o+M0paGNs9N2a+78rS0lIbU0aEyKJFi6S1MgsWLBgwYID5Z37wwQcnT54UX/PcuXMiSmbNmmX8FtJrr71m/R4mJCT07NlTp9P9eufWM3eVMqdPn+7UqdPu3btFbyUmJorLx48fl/5JpVINHDgwPT29rKxM/FdcXrZsmcWUEfchKytLdEyHDh1OnTplPWXc3d2b9mQgpAwpw9zrXPe4tWtS955jrEfMb2tl3vEiKZr8dJLsjK1Y4iV8c/wO9Upt4KrIrxO+kaLBvAksbg6SmZn57rvvPnzbH//4R/FKb/4Cv2vXrj59+rRu3fqZZ55ZuHCh8QawgwYNEqVi5b5VVFS4uLgkJycb0sew9Ywtd9L4buzcuVOU0P333y+uNN6ju7KyUtSM+C4tW7YU/126dKnhN2BykBhx28cff9zNzc14LQ7HlYE9pUxWFv1RL/Pz7V2TOvQYZUvESPPU2zNIClIGctLIL9t3ZcSIEWq1Wv5/Ah6FClR9/ToVcu+7Ji340xTjXZNsnC5vTCUpmmRaRMWSMlCaixcvduzY8cqVK6QMZKjc05McqfOuSdPe/uhuC8YwTv0mUxVNMu21G41TxuJOKwBIGTiMirlziZK7naNTPN8fOKHOEUPK2FXK8CQAkDJwbJXLl5Mmtu+alDS59l2TSBk7nyfWRJMyACkD+dBt3Eij2LJr0qbxtu6aZON0fmUiVdEk0yt0raFjlLAhJEDKQOaqEhIoFSvzb49pmjHTHvt/o+sxYn47lIXrWKqiSWZQSKghZTQaDU8CACkDB0+ZlBR6xeJcur1rknTqx4YYUqap5oPlK0kZgJSBfHCUPPP53sPz43fcG6hgSJkmn6kBgYaUadojkwIgZVAPqvPzaRfjXZPcBk9q6IghZZp2Zi/9/QRM27dv50lAmXQ63fF9+w7Gxh7avPn0P/5hcZ/8/fv3v/XWWw899NDjjz/+0UcfXb169bfXSxuOY1tUVDR58uQOHTp07NhxyZIlvz/lVld//vnnj9w2b9488aHJDQ8cONC1a9cuXbocPHhQumbv3r0uLi7GZ380kZiY2LNnzxYtWoj/isu/v67/n7Zt2w4ZMsRwIm4r5zr49fbpDoYPH96uXbv27du/8cYbe/bsMf5McU969OhhcvNvvvnm+eefb9myZa9evbZu3Wr+Na3cw1dffdXiPanpqMF5eXmTJk1ycnIS91D8dUzO90TKKHa1jJ6CuTllyt7J0we+Or5xIub3ISwafZpHxRnvvmR4tYCi3DonUWhowbRp0jNArpfXN+vWmbfCm2+++fXXX1++fPnGjRt+fn6iBmp6+Tfn7u4+bty4/Px8EUBubm4bNmyQrtdqtS+99NIPt4kLUVFRJjeUXux37twpnXFJJJerq6vxOQdMpKWlderUadeuXeKH2r17t7hsOMOA4R6Kf/L393/55ZdrTRnpdNwRERHipxY1dujQobffftvwaf/85z+fu+3o0aPGd0Dc5O9//7v4LmfPnhU/rMnXtH4P33nnnfj4eIspY/HnHTZs2N/+9jfxWxVfLTk52fSPwoNbsSpmz1byrklfTZhev7smkTL2PB21641TxnB6PCjK3ujoX6ZONX4qKPLwOPR/qxMsKikpMTkDtvWUefTRR0XHSJfF6+7rr78uXe7fv39SUpJ0WVwwnIrSwOQ82KGhoUOHDrXyjcxPfz127Fjzeyjuv+HE2tZPpr1ixYqavpenp2dAQIBarZ4xY4bhyjFjxqxdu9bCez01n6Db+B6K+unRo4ehI2tNmTZt2oifhTeYYKrS31+ZuyZpxzbIrkmkjD3Ps+Fa45TJycnhGUCBq2ROLFxo/pxwSK2u6dDPv/zyi3gJf++99+4qZX7++Wfpsmia9u3bS5fbtWtXUFAgXRafYLjewPg82IWFhZ07d05PT7fyjZydnS9dumT4UFx++umnTe7hjRs3xP035JSVlOnUqVN2drbFbyTqqkOHDrm3iZ9OfGi4A+IaKylT6z2cPn16SEiIjSkzaNCgWbNmXbhwgZTBnSmj1SoqYi57TFs6YmrD7ZpEytjz9FsVZpwy4lWNZwClES/VmR9/bP7MkDp/vsUTckkbaoikMHn5tJ4ykyZNmjBhQv5t48ePb968uXR9s2bNKisrf3vuray8//77TW5ofB7smTNnent7S9d07dr10KFD5t/owQcfNFSFFBzGa1+MN5f59ttva00ZcX8MJ/E22Uhl69atw4YNky4PHTp027ZtFu+A+de0fg+ltVbdunWTfvm1bisjPtnLy+vJJ598+OGHxS/28uXLpAxu0W3dqpCIyfSY/vE77nU49WMDTZuQdbRFI8+7K1YZOsbf35/Fn7UytqyVETdZsmTJwIEDbU+ZwsJC8UL7yCOPPPbYY8uWLXNycrJxrYyBtNmK+Dqurq6Jt/Xu3btua2Vu3ry5cuXKN954ow5rZQz/NHz48M2bN0uXN23aZFhHde9rZQSxMM6ZM8eWtTIGohFnz55t+KFIGaWrOnBA9hGTOrXxdk26i52YgiJoi0ae8YHBhpQJDw9n8Vem/1637qbZZnMHvvjCegC1adPG9pQxFhERIbJGulzrtjIGQ4cODQsL+9Vs6xkTY8aMMdkSxXzDW+k9slatWtWaMqNGjVq1apX5P129erV58+bG60jEh9IuXeIOrFu3zkrK2HIPRWz16NHjxx9/tD1lpDfOTP8oPLgVS5+VJeNdkw585Dmk/3h7ixhSpqnmE/9lhpTZsmULi78yFRUWJoWEFHl4SE8U+TNmJIaHG95YMRg5cuSpU6fE9ZcuXfL29q51WxnjayZMmHDhwoVr1659+eWXXbt2zcjIkK5fu3at9T2YJAkJCT179tTpdL/eufWM+WeKe9ipU6fdu3ff2i0rMVFcPn36tHkoaDSaF198sdZ7Lu2OFBkZKTKltLR0//790j+tXLnS3d3d+CZTpkyRNnARN3nsscfEHRZhcfbsWfONjm25h9KaHhF8tabMkCFDkpOTi4qKCgoK5s2bN2jQIFIGUsvoy7285Hfqx68mTO/9wlj7jBhSpkmmZWSs8YYyJgfMgKJUVFT8MzHx4Pr1BzduPL5vn8W3lnbt2tWnT59WrVqJFpkxY0ZhYaHhVdZ8Gw7zF+bu3bu3bt162LBhxjvKVVdXf/bZZ+1vmzt3rvlxZaT75uLiIl6wpQ+Nt56x+LPs3LlT5M4DDzwg/ivus/H9kYgfYcCAAaI5arr/xvf82LFjIhfatGnz6KOPvvXWW9I3/cMf/nD48GHjbyo+fP7556XLIlCk48r07t3bsA2N8de0cg+NfzN9+/atdVsZ8duQDvYjkmjUqFEmW+6TMopWGRIim4i5NtUjusl3TbJtHvUNIS8ac54Lu2P3JfGUzbKPemT7W05oqD8BvwIlq/rmG3nsmrRilIdd7Jpk2zjNDSAvmmqbXyEzM5NlHyBlIBOOvrnMxWnTZ79nR7smkTL2OZ7qAOOUMbxfAICUgQxaxlE3lzk91XP8kMmOVTCkTJNMi6jYxb5+ho4JDAxkuQdIGciKY20uc3PKlCPu9rtrko3z5KdLKYxGG5fwdcarZIxP+wKAlIEcVCUkOMquSTsmer708l8cOmKkecpzEYXRaDM4ZDXb/AKkDORMf/68/Z/6MXrstCY79SMp4+DjHhBknDImxzsHQMrA8VVWlnt62mfE/OxouyaRMvY2zaLjFvn9vqGMuuZD1AMgZeDIMRMUZIe7Ji340xSH2zXJxuk2bQGR0TjTZU2U8SoZw6lkAJAykBW72lzmOw/PaW9/JMuCMYzzmE+JjMaZ11eFGqeMyXFLAZAykAk72Vzm6BTPdwdMlHfEkDKNPBPv3FDG5Ny/AEgZyEWTbi7zy9SpSZNlsmsSKWNvR5Qx3lBGpVJJZ+kDQMpAjjHTFJvLXPfw2DReVrsmkTJ2NS+tjjBeJRMdHc2SDpAykK1GPhnTv2/vmuQQp35skM1+/+hFZzTCTL7z3aX9+/ezpAOkDGSr+vr1cg+PRoiYS7d3TZLf/tV3tzP22zPojIae1pExxucrELKysljSAVIGclap0TRoxHzv4fnxO+5KLhhSpjGnrybcuGPUajUbygCkDGROf+pUw+2aNPKNSRQMKdOYMzUg0Dhldu3axTIOkDKQfcvoK3x86vfUj3snTx/46njaxfR0kgOnkBoNOu3WbfS90w8//MAiDpAykD/dV1/V165JX02YrsBdk2wcp36TqY0GnX6rwow7Jjg4mPMVAKQMFKH6ypV73zUpfIxyd00iZexkvJYFGKdMUlISSzdAykAp6nyAmcse05aM8FD4rkmkjD1MB+0Gk3eXcnJyWLQBUgZKUZWScrcRk+kx/eN33OV66seGmE4vTSQ4Gm4Ghdxx3qWQkBCWa4CUgaJWy1SWz5xpY8Qcn+rpNphdk+562rmOJTgaaJpFx33iv8w4Zfbs2cNiDZAyUBZdbKwtuyYN6c+uSaSM3c1zYVqTd5fy8vJYqAFSBspSnZ1t5dSPX02Y3vuFseQIKWOfM019x+FkQkNDWaIBUgZKVLFokfmuSdFjp7FrUr3MQ8+NoTkaYpwjIk1WyRw8eJDFGSBloERVBw4Y75oU8CG7JtX3UB4NMOMCg407RqVSFRYWsjgDpAyUqLqkpNzT8/rc+YvdvNk1iZRxiOmoXW+ySiY+Pp5lGSBloFwbNZsIDlLGgWZE8EqTlMnNzWVBBkgZKNeF7CvNnx5Fc5AyDjFt18Us8vMz7piYmBiWYoCUgdK5zw6lORpo2i5fS3/U4wxdqTFZJZORkcEiDJAyYMUMK2YabH/soAj6o76mZWTsPJXKuGPCw8NZfgFSBmDFDCnjkOfBFtLS0lh4AVIGuCU7N7+lyxjKg5Sx22keFTdn6VLjjlmxYoVOp2PhBUgZ4Dc+vuspj3qfzguXUyH1MoNDVpuskklJSWGxBUgZ4Hd5PxexYqbex2luABVy79Neu9Fkx6XAwMCysjIWW4CUAVgxQ8o4wIwOWmGySobzYAOkDGBBUfEvHZ+fTH+QMnY1T0VEmXSMv79/SUkJCyxAygAWRH+5j/6ox+nyiYoWuZdpFh3ntSzAJGUOHz7MogqQMkCN+v35cxKkvuYpz0XkyL3MK5oIk47RaDTsuASQMoA1ZzNyOGIeKWMnx8T7XLXUJGXS09NZSAFSBqgF2/+SMvYw765YZdIxGzZsYPEESBmgdkXFvzi95E6I3Pt0mzqfIqnbdNSuX+x7xw7YKpUqLy+PxRMgZQCbbN7xP4TIvY/zmE+JkrrN5IAgk1UyiYmJLJgAKQPchaF/WUKLkDJ2srVvYGBgaWkpSyVAygB3ITs3v33PCeQIKdP4by0t8FOZpMyxY8dYJAFSBrhrvM1EytjDgWTCw8P1ej3LI0DKAHUxbuYKiqTuezC9PYM6uat5e4XG18wPP/zAkgiAlEEdFRX/4tzfkyghZRphuodHmncMW/sCIGVwr/5x4hwHzSNlGnpaR8bMXupv/tZSRUUFyyAAUgb3atHyL+gSUqZBZ1xgsEnHcCAZAKQM6o1OV8W5meowTwxwp1Hqtve1cPToURY9AKQM6k12bv7DruOpk7sap36TyZS67X0dFxfHQgeAlEE9259yho1mSJn6nRZRseZ7XwcHBxcXF7PEASBlUP+0m/cQKKRMPY5b0HLzt5YyMjJY1gCQMmgoM+atoVFsnI4vjidW7vYoMux9DYCUQcPS6ape/3AemWLLtHMdS6/UNH014eYdw97XAEgZNIaCwuJu/aZRKqRMnee5MO1iXz+TjlGr1ex9DYCUQSM5n/VT62fdiBVSpg7zxJpo812WhHPnzrFkASBl0Hj2HD51v/OH9IqVafPsaMLFZNprN85ZupSjyAAgZWAXvkr8JzVTy5AvRtMyMtbbX23eMUlJSSxNAEgZNI0vdhyiV0gZW6ZZdJx7QJB5x8THx+v1ehYlAKQMmsyy0HiShZSpdT4MXmHeMZGRkeyyBICUQdNbFLSRarE4zSJjiJhm0XGjgyx0jEajKSkpYfEBQMrALsxXRxMuFnZiCoqgYywe0jcwMLCgoIAFBwApAzsy+ZPltAspY3KKpXGBweYdo1KpsrOzWWQAkDKwO1N8gskXUsbQMVMDAn0t+e6771hYAJAysFNzfNc06zaSiFF4ytTUMSqVKj09ncUEACkDuxagiW3uTM3cmsfmByuwY9qui7F4/BjRMRzSFwApA8ewMjymRXeOnjfCaW4AHWM4xVJGRgaLBgBSBg4j5ouv2z47mpRRVMd01K7/xH+ZxY7JyclhoQBAysDBJP73gY69xpIyChnniEiL51eiYwCQMnBg//zXyWf6TVZsynTx9lVIx/RbFbbY18+8Y1asWMHxYwCQMnBsFy/+8OaIvyozZZ7yXKSEnZUsnpSAjgFAykA+xOuZh/dCBW4ILPuU6aDd8NdlaosdEx4eXlhYyIMfACkDmSguLl6yNLjzH8aRMrKZZ8O181Qqix0TExPD+ZUAkDKQm9LS0sioDX94c4pyUqab+zy5nllpyMrVvjXYs2ePXq/nAQ+AlIEMiVe4gwcPDnfzVsgRgZ3HfCq/jmkdGTMxIMhixKjVak5KAICUgfxlZmbOmr3I6YW/kDION13WRPn4+1vsmNDQ0Pz8fB7eAEgZKEJhYWF4eMTgD7zkvXpGTinTIip2+PIQi3tcC1u2bCkrK+OBDYCUgYJUVFTs2LHDa9ZcGa+ecR7tI5stfGtaGaNSqY4cOcLjGQApA4U6ceKEr6+fXFfPPPX2DBlsGVPTYWOE4ODgrKwsHsYASBkoWl5enlarleXqGUdPmRdWr/lctbSmjomOji4qKuIBDICUAW7t2XT48GFfX7/hbt4tnxlFyjT5tNdurGk3JWlPpRMnTrDHNQBSBrCwembegv/q+840ebzf5Igp0yw6rt+qsAV+qpo6ZsuWLayMAUDKANZWz6hUKu9P57v0n+ToKfN4f3fH6pjnwrReywKsbBnDYWMAkDKAratnxGvnxGmzO/Ya67gp49RvsqNEjEv4OisRIyQkJJSWlvLgBEDKALaunjlx4kRgYODixUuGu3m3fXY0KdNA4xwR6V7zZjGCRqNhNyUApAxQF2VlZUlJSSqVSgTNiAmfdOg5lpRpzIgRv/k9e/ZUVFTwUARAygB1V1BQsHnzZvHKKoJm9OT/dKB9th/pPc4+I8ZpbfT4wGBfq+Lj4/Py8nj4ASBlgPqRlZUVHh4uvcqOm/Jpl5fH23/KtHMda28R88Sa6HG1RYwIRyIGACkD1D9pA5oVK347+Kz7jDmuA93tebdt+0mZlpGxfTXhf12mth4xMTEx2dnZPNIAkDJAwwZNWlpaaGio9Oo7Z+6ioR9+bJ+b0dhDynRZEzUieOUiPz8iBgApA9hX0KSnp0v7bBtW0vR6w725sx2tpLl15OKmO3fSa6vCal0NI4jfYWZmJo8oAKQM0DQyMjKio6MNL8zzFvzXcDdvO9o0uCn2SxodtKLW1TBCZGSk+O3xEAJAygBNLzs7e9u2bSrV74fb95mz4N0xM537TmzijWkaJV+aR8V1D498e4XmE/9ltRZMYGBgUlJSfn4+DxsApAxgX0pKSlJSUgyb0Ug+n7fow4n/+dzrH7Xo/qHMUqa9duMrmojxgcFWTplkci7rtLQ0nU7HQwUAKQPY+0qa7du3+/v7G7+QL/qvJeOmfPrKMI/GfPup+dqYBloB4+2v9rVNcHBwcnIyq2EAkDKAgykrKztx4oTxpsHGm9RMnDb79fc8nftObNAthdsFRdx7vrSIin1iTXRfTbjtK2AM+yWlp6ezGgYAKQM4tqKiomPHjonXdeONaQwWL14y7a+fvztmputAd6cX/lK/ZVO3lGmv3fhcmHZQSKhb0HLb175I/P394+Lijh49WlhYyJ8eACkDyEppael3330XHx+vVlvrA585C8Z7zBZx88owj6demdC6x+gGTZl26zZ2WRPVVxM+fHnI1IDAeSqV793TaDSJiYmZmZmcMgkAKQPIn06ny8jIEK/9Ft9+sviGlOgb9xlzxk35dMSET4aM+Pi14Z4vDJna/dVJT7w4vv1/uNU0TwaGPRUR5RK+7oXVawatDh+ycvWI4JXjA4PdA4J8/P3rVi3mK2AKCgr4mwIgZQCFKisry8rK2r9/f0xMjMmWwvUrJCTk3r+IWq2OjIxMSkpiBQwAUgaAKb1en5ube+zYsW3btmm12votm7qljEajiY+PP3jw4Llz51j7AoCUAXB3ioqKMjMzRdwkJiZu2LAhODi4QVNGfE50dHRSUtKJEydycnLKysr4EwAAKQPUJ5EXom+ys7MzMjLS0tKOHDmSnJyckJAQFxcXGRmpqVlUVJSIoc2bN4tP3r9/v7ihuLnoJPGlxBekWgCAlAEAAKQMAAAAKQMAAEDKAAAAUgYAAICUAQAAIGUAAABIGQAAQMoAAACQMgAAAKQMAAAAKQMAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAAAAUgYAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAAAAwv8H8JoZ22/Bw7cAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 8,78 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de 1,4296 millones de euros en concepto de compra, el 31,72% del patrimonio medio, y por importe de 1,4297 millones de  euros en concepto de venta, que supone un 31,88% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Los mercados financieros globales se est&#225;n caracterizando por un rendimiento resiliente sobre todo en lo que se refiere a renta variable, a pesar de la cautela subyacente y los picos de volatilidad espec&#237;ficos en materias primas y divisas. La volatilidad del mercado, medida por el &#237;ndice VIX, es generalmente moderada, pero sigue siendo sensible a los titulares geopol&#237;ticos y las pr&#243;ximas decisiones de los bancos centrales.
 El VIX (&#205;ndice de Volatilidad), un indicador clave de la volatilidad esperada del S&#38;amp;P 500, se encuentra actualmente relativamente contenido, aunque experiment&#243; un breve repunte a principios de enero. El nivel actual ronda los 16,09, cerca de su media hist&#243;rica, pero a&#250;n refleja la cautela subyacente de los inversores respecto a los riesgos a corto plazo. Niveles recientes del VIX (al 23 de enero de 2026): ultimo valor: 16,09, m&#225;ximo de 30 d&#237;as: 20,09 (alcanzado el 20 de enero), m&#237;nimo de 30 d&#237;as: 13,47. En este contexto el fondo se ha comportado de manera positiva, con un rendimiento anualizado de alrededor de un 5% en el &#250;ltimo trimestre en l&#237;nea de lo esperado.  
 Los mercados de valores en general muestran un s&#243;lido rendimiento impulsado por el optimismo en torno a la IA y el crecimiento de las ganancias, mientras que los mercados de materias primas y divisas experimentan una volatilidad m&#225;s notable.
 Renta variable: &#205;ndices estadounidenses como el S&#38;amp;P 500 y el Nasdaq Composite rondan m&#225;ximos, impulsados por el fuerte impulso de las ganancias y el s&#250;per ciclo de la IA. Sin embargo, el rendimiento est&#225; polarizado, con las acciones tecnol&#243;gicas vinculadas a la IA superando significativamente a los sectores tradicionales. 
 En cuanto a la renta fija, los rendimientos de los bonos del Tesoro estadounidense han disminuido ligeramente, pero se mantienen elevados. Los mercados de bonos se enfrentan a la presi&#243;n de los persistentes d&#233;ficits fiscales globales y los altos niveles de deuda p&#250;blica.
 En cuanto a divisas, el d&#243;lar estadounidense se ha debilitado en general frente a las principales divisas, en particular el yen japon&#233;s, tras las se&#241;ales de una posible intervenci&#243;n coordinada de la Reserva Federal y el Banco de Jap&#243;n.
  
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 El fondo se comport&#243; de manera positiva  por encima del objetivo a priori marcado. Esto se debe a que fue posible monetizar volatilidades relativamente altas al principio del periodo con motivo de la persistente incertidumbre arancelaria. Tambi&#233;n jug&#243; un papel positivo el ligero cambio de estrategia adoptado, incrementando ligeramente la delta inicial, pero reduciendo el riesgo total nominal. Tambi&#233;n se increment&#243; ligeramente el posicionamiento en deuda zona euro debido a la creencia de que las inflaciones se mantendr&#225;n relativamente contenidas.
  
 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 1,41% durante el periodo y en los &#250;ltimos doce meses ha sido del 1,64%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 0,81%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 0,02%.
  
  
 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 17,09% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -3 participes, lo que supone una variaci&#243;n del -6,98%.   La rentabilidad neta de la IIC durante el periodo ha sido del 0,81%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,69%. 
  
 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 0,81%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se ha adquirido los bonos ANHEUSER Busch Inveb 2,125%, Apple 2%, Berkshire Hathaway 2,15%,  entre otros. Se han vendido los l Bonos de Estado Espa&#241;ol al 2,4% vencimiento 2028 y de Bank of America vencimiento Septiembre 26. Tambien se han amortizado bonos del UK Treasury, IBM y Adidas. Se ha mantenido una estrategia activa en derivados mediante la venta de opciones call y put del mini S&#38;amp;P a distintos plazos y strikes.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Opciones sobre Futuro US 20Y Note, Opciones sobre Futuro US 20Y Bond, Opciones sobre Futuros mini S&#38;amp;P, Opciones sobre Futuros micro S&#38;amp;P, Futuros sobre US 20 YR T- Bond, Futuros sobre mini S&#38;amp;P, Futuros sobre micro S&#38;amp;P que han proporcionado un resultado global de 56.313,42 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 10,59%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 1,34 millones de euros, que supone un 34,49% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,44%.
  
  
 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 1,73%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 2,67%. 
 La beta de GVC Gaesco Crossover Bds, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,34.
 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 2,06 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.
 La situaci&#243;n del mercado se basa en un equilibrio entre una s&#243;lida resiliencia econ&#243;mica subyacente y varios riesgos inminentes: 1. Tensiones geopol&#237;ticas: Los riesgos geopol&#237;ticos actuales, como el estancamiento comercial entre EE. UU. y Europa por la inestabilidad en Groenlandia y Oriente Medio, introducen episodios de volatilidad impulsados por los titulares.
 2. Pol&#237;tica de los bancos centrales: Los mercados est&#225;n muy atentos a la pr&#243;xima reuni&#243;n de la Reserva Federal (27 y 28 de enero de 2026) para obtener pistas sobre la futura trayectoria de los tipos de inter&#233;s. Las pol&#237;ticas divergentes entre la Reserva Federal, el BCE y el Banco de Jap&#243;n (BOJ) son un factor clave en el mercado.
 3. Preocupaciones fiscales: Los altos niveles de deuda p&#250;blica, especialmente en EE. UU., plantean un riesgo significativo a largo plazo de posibles turbulencias en los mercados de bonos soberanos, lo que podr&#237;a desencadenar una disrupci&#243;n m&#225;s amplia en el mercado.
 4. Apalancamiento y valoraciones: Las elevadas valoraciones de los activos y el creciente apalancamiento en las instituciones financieras bancarias y no bancarias (IFNB) crean vulnerabilidades sist&#233;micas que podr&#237;an amplificar las perturbaciones.
 Con este horizonte en mente, el fondo sigue manteniendo una pol&#237;tica de posicionamiento prudente con deltas iniciales de un 20-30% y un objetivo de 250-300pb extra de rendimiento sobre el corto plazo, con la idea de posicionarse de manera m&#225;s agresiva cuando se produzcan picos de volatilidad altos, lo cual creemos muy factible.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">La exposici&#243;n a la renta fija ser&#225; como m&#237;nimo del 70% y hasta el 100% del patrimonio en valores de Renta Fija privada y residualmente en repos de Deuda p&#250;blica, de emisores mayoritariamente de pa&#237;ses OCDE, sin calidad crediticia definida ( que puede influir negativamente en la liquidez), siendo la duraci&#243;n media de la cartera de Renta Fija inferior a 10 a&#241;os La exposici&#243;n a renta variable ser&#225; como m&#225;ximo del 30% del patrimonio en valores de Renta Variable emitidos por empresas mayoritariamente de pa&#237;ses OCDE. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n al riesgo de pa&#237;ses emergentes ser&#225; ser&#225; hasta un 25% y la exposici&#243;n al riesgo divisa ser&#225; superior al 30%.                                                                          La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses e IBOXX EURO CORPORATES OVERALL TOTAL RETURN para la inversi&#243;n en renta fija y el MSCI ACWI WORLD NET TOTAL RETURN para la parte de inversi&#243;n en renta variable. Estos &#237;ndices se utilizan en t&#233;rminos meramente informativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">12.1885</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.6222</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.5741</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8635</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.09</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.17</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.09</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.17</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.87</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">2.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-1.34</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">9.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.20</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-0.48</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-1.69</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-21</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.54</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.05</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-10</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">5.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">7.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">2.71</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER CORP. MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.80</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">3.58</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">3.38</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">2.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">2.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">2.30</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">1.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">2.21</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.11</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.01</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">448564.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2462605671</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|TELEFONICA EUROPE BV|7,125|2070-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">108443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">219820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2580221658</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|IBERDROLA FINANZAS|4,875|2070-07-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">207410.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">208170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2638924709</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BANCO BILBAO VIZCAYA|2,093|2069-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">219826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">443292.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2817323749</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BSCH FINANCE LTD|1,750|2070-08-20</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">215976.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">425432.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1146318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1912409.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1146318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1912409.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">15.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1850000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">12.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1850000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">12.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">15.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2996318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">20.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5712409.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">22.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0179532033</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TORRELLA INVERSIONES SIMCAV, S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">580185.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">580185.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">580185.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3421129.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">23.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">6292594.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">24.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1218289103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADOS UNIDOS DE M&#201;|4,000|2080-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">70269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">66654.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2292260960</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|EUROPEAN INVESTMENT|1,232|2028-01-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">340342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">524190.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US46513JB593</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|STATE OF ISRAEL|2,250|2070-10-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">254327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">360978.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CHT18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO USA|1,937|2033-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">552287.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">836234.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2643673952</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|NASDAQ INC|4,500|2032-02-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">105852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">213048.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1323077.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2001104.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US007924AJ23</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AEGON|2,750|2048-04-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">170040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US026874DK01</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AMERICAN INTERNATION|2,100|2028-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">55443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">84400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US126650CX62</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|CVS CAREMARK|2,150|2028-03-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">55509.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">84480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US58013MER16</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|MCDONAL&apos;S CORPORATIO|1,812|2043-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">43795.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">65480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US594918BL72</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|MICROSOFT CORP|2,225|2045-11-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">77783.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US595112BV48</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|MICRON TECHNOLOGY|3,375|2029-11-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">91701.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US654106AG82</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|NIKE|1,687|2046-11-01</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">40988.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">61506.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US747525AK99</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|QUALCOMM|2,400|2045-05-20</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">76498.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">116385.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US911312BM79</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|UNITED PARCEL SERVIC|1,525|2027-11</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">54718.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">83067.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US92343VER15</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|VERIZON COMMUNICATIO|2,164|2028-09</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">55802.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">85292.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1489814340</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AXA|2,250|2070-09-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">158255.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">153524.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1693822634</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ABN AMRO BANK, N.V.|2,375|2049-09-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">199592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE6342251038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ELIA GROUP|5,850|2070-06-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">104909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">104910.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH1214797172</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|CREDIT SUISSE GROUP|7,750|2029-03-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">225334.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400F067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|CREDIT AGRICOLE SA|1,812|2070-12-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">321639.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">431752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400F2H9</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BNP PARIBAS SA|3,687|2070-12-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">220044.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">220630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400I5S6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|LEGRAND|3,500|2029-05-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">102566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">103111.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400KJP7</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|LVMH|3,250|2029-09-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101935.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102194.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400RI88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|LA MONDIALE|3,375|2070-07-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">425256.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">634398.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079KAC18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ALPHABET INC-CL A|0,999|2026-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">83117.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US031162DT45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AMGEN|2,825|2053-03-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">54327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">83095.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US03523TBU16</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ANHEUSER-BUSCH INBEV|2,725|2039-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">57287.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">86480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US037833BX70</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|APPLE COMPUTER INC|2,325|2046-02-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50927.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">77743.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US172967EW71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|CITIGROUP|4,062|2039-07-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">71061.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">106961.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US191216CY47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|COCA COLA HBC FIN PL|1,375|2060-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">32493.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">50788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US31428XBD75</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FEDEX CORPORATION|2,250|2065-02-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">60247.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">86868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US404119CA57</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|HCA HEALTHCARE INC|1,750|2030-09-0</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">53207.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">80144.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US42824CAY57</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|HEWLETT-PACKARK|3,175|2045-10-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">56868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">87206.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US459200AP64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|INTL BUSINESS MACHIN|3,562|2096-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">65756.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102158.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US46647PCY07</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|JP MORGAN CHASE &#38; CO|1,383|2028-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">84038.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">128457.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US494368BG77</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|KIMBERLY CLARK CORP|2,650|2041-03-</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">83893.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">126132.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US50077LAL09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|KRAFT HEINZ CO|2,500|2035-07-15</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">55171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">83921.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US59156RAJ77</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|METLIFE|3,187|2034-06-15</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">93393.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">141169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US65535HAZ29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|NOMURA HOLDINGS INC.|1,164|2027-01-22</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">167169.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">164175.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.65</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US68389XBQ79</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ORACLE CORPORATION|2,000|2047-11-1</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">37995.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">65167.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US78016FZU10</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ROYAL BANK OF CANADA|3,000|2027-11-01</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">88277.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US871829BL07</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|SYSCO CORP|2,975|2030-04-01</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">134883.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US87264ABF12</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|T - MOBILE US INC|1,937|2030-04-15</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">82491.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US92826CAE21</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|VISA INC.|2,075|2035-12-14</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">108665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">161837.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US958102AR62</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|WESTERN DIGITAL CORP|1,550|2032-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50922.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">75293.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">USF2280BAA47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|CREDIT AGRICOLE SA|1,675|2070-12-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">173233.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">166069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">USF8500RAD47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|SOCIETE GENERALE|4,250|2070-09-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">185744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">354845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">USH42097ES26</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|UBS GROUP|4,625|2070-11-13</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">185238.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2387929834</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|BK OF AMERICA CORP|0,846|2026-09-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">200354.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2550881143</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|VERIZON COMMUNICATIO|4,250|2030-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">104752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">105754.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2576245281</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|COMPAGNIE DE SAINT-G|3,500|2029-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">102009.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102755.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2595028536</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|MORGAN STANLEY|4,656|2029-03-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103886.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">209768.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2595036554</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AIR PRODUCTS &#38; CHEMI|4,000|2035-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">102002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">206322.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2595418323</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BASF|4,000|2029-03-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103749.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">104355.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2599169922</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|HEINEKEN NV|4,125|2035-03-23</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103528.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">104437.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2629470506</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ROBERT BOSCH GMBH|3,625|2027-06-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101448.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102248.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2672967234</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|MOLNLYCKE HOLDING|4,250|2028-09-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103372.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">103659.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2676863355</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|KONINKLIJKE PHILIPS|4,250|2031-09-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">105030.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">105559.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2698045130</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ELECTROLUX AB B|4,500|2028-09-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">103499.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">207298.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2810309224</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|PROCTER &#38; GAMBLE|3,200|2034-04-29</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99488.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">201626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2824763044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FERRARI NV|3,625|2030-05-21</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101818.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">204842.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4845410.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">32.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">7857070.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">31.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS1325645825</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BNP PARIBAS SA|2,750|2026-01-27</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100268.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079KAC18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ALPHABET INC-CL A|0,999|2026-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">54745.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US44891CCB72</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|HYUNDAI CAPITAL AMER|2,750|2026-03-30</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">167296.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">256165.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2607183980</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|HARLEY-DAVIDSON, INC|5,125|2026-04-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100347.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">203230.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">422412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">559663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6590899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">44.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10417837.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6590899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">44.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10417837.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">41.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6541061031</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NIKE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">66342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US88160R1014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TESLA MOTORS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">107873.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">174215.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">174215.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES STOXX EUROPE 600 DE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">521423.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">733584.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00B3ZW0K18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES S&#38;P 500 MONTHLY EUR ET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2613240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">17.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4815430.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">19.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 5.637.087,26 euros que supone el 37,94% 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 2.366,43 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe medio de 3,01 millones de euros en concepto de compra, el 13,95% del patrimonio medio, y por importe medio de 2,95 mill ones de euros en concepto de venta, que supone un 13,68% del patrimonio med io.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta fija muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 1,94% durante el periodo y en los &#250;ltimos doce meses ha sido del 3,26%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 4,02%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 1,93%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -41,07% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 1 participes, lo que supone una variaci&#243;n del 2,33%.   La rentabilidad neta de la IIC durante el periodo ha sido del 4,02%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,14%. 
  
 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 4,02%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente los mercados:
  Algunas de las emisiones&#47;compa&#241;&#237;as que hemos incorporado:
 CAIXABANK 8,25%,SANTANDER 7%, CREDIT AGRICOLE 7,25%,LA MONDIALE 6,75%,
 Algunas de las compa&#241;&#237;as que se han vendido:
 AT&#38;amp;T INC, US TREASURY 2%,MORGAN STANLEY;?..
 INTC,?entre otras?
 Tambi&#233;n durante este semestre hemos realizado el roll-over de los futuros EURO&#47;$ vencimiento Junio 25 a Septiembre 25 y posteriormente a Diciembre 25.
  
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre tipo cambio EUR&#47;USD, Opciones sobre mini S&#38;amp;P que han proporcionado un resultado global de -80509,22 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 23,53%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 2,98 millones de euros, que supone un 13,97% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,15%.
  
  
 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 3,34%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,48%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 36,03 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Corp Mixto Intern A, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,91.
 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 3,17 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Muy previsiblemente continuaremos con los mismos niveles de inversi&#243;n tanto en renta fija como  en renta variable durante los pr&#243;ximos meses, con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo. La tipolog&#237;a de empresas y la selecci&#243;n geogr&#225;fica deber&#237;a traducirse en la obtenci&#243;n de una rentabilidad superior a la del mercado en el largo plazo.
 Si bien es cierto, que en el 2026 se presentan grandes incertidumbres geopol&#237;ticas, que podr&#237;an afectar el crecimiento mundial. 
 La estructura de cartera del fondo , esta adaptada a estos posibles escenarios que planteamos.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">La gesti&#243;n se basa en la estrategia Growth at Reasonable Price (GARP) es una  estrategia de inversi&#243;n en acciones enmarcada dentro del an&#225;lisis fundamental que busca combinar los principios de la inversi&#243;n en crecimiento y la inversi&#243;n en valor para seleccionar acciones orientadas al crecimiento con m&#250;ltiplos de precio&#47;beneficios (P&#47;E) relativamente bajos en condiciones normales de mercado. La exposici&#243;n a renta variable (RV) ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de Renta Variable emitidos por empresas mayoritariamente de pa&#237;ses OCDE. Las empresas pueden ser de media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la renta fija (RF) ser&#225; como m&#225;ximo del 70% en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una clidad crediticia m&#237;nima de BBB- y sin calidad creditica determinada hasta un 15%, siendo la duraci&#243;n media de la cartera de RF inferior a 7 a&#241;os. La exposici&#243;n al riesgo de pa&#237;ses emergentes ser&#225; hasta un 25% y la exposici&#243;n al riesgo divisa ser&#225; superior al 30%. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el MSCI WORLD NET TOTAL RETURN EUR para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">12.5878</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.8538</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.5328</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8617</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.50</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.02</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.41</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.41</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.91</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.43</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.42</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">6.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.44</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.85</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-3.06</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">12.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">6.81</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.60</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-3.52</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.04</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">10.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">7.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">15.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">9.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">5.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER GARP RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">5.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">16.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">9.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.85</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">4.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">4.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">4.21</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">3.56</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">3.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaRT.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-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.9139</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.5598</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8622</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.75</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.42</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.43</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.80</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.18</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">6.45</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">4.03</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-3.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">12.82</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.07</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.59</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-3.52</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.04</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-20</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">10.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">7.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">15.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">9.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">5.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER GARP RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">5.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">16.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">9.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.85</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">4.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">4.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.26</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">4.19</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.93</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0140609019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CRITERIA CAIXA CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">59537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">56626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0178165017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TECNICAS REUNIDAS &#38; WESTINGHOU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">60255.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">42728.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">179150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">149106.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">179150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">149106.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164838015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO VALUE MINUS GROWTH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">44617.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">45527.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0145845030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|QUANTICA XXII</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">51895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">96512.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">95379.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">275662.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">244485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.78</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-10920056_ia">CH0012214059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|HOLCIM LTD.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50107.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">63062.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">65815.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">59878.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">28110.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">55060.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">111456.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">111600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ACCOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">120550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">110825.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">81920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">116676.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000125338</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CAP GEMINI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">42675.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">43515.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">44435.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">76320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">65397.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">59204.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3802400006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FANUC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">132388.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">93394.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079K3059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ALPHABET INC-CL A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">79908.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">89768.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AMAZON.COM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">117855.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">111753.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0378331005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|APPLE COMPUTER INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">92540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">69673.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US9113631090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|UNITED RENTALS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">137745.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">127923.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000121329</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|THOMSON CSF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">59748.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">64896.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">60950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">68540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0010340141</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ADP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">77980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">74480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5398301094</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LOCKHEED MARTIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">61740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">58979.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7170811035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PFIZER</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25428.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24695.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000A0D9PT0</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|MTU AERO ENGINES HOLDING AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">56580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000073272</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SAFRAN</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">118960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">110360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0009434992</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LYONDELLBASELL INDU CL A</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">11054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">14736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US1011371077</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BOSTON SCIENTIFIC CORP</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">81142.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">91188.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US14448C1045</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">18641.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US31846B1089</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">31024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">35380.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6687711084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GEN DIGITAL INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">64788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">69887.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US75513E1010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|RAYTHEON TECHNOLOGIES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">46822.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">37190.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8807701029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TERADYNE INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">115302.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">53438.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US90384S3031</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ULTA SALON COSMETICS FRAGANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25743.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">19858.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91324P1021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|UNITED HEALTHCARE CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">30901.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">29134.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US92556V1061</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|VIATRIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1568.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1122.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH1430134226</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AMRIZE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">46793.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">42377.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US00971T1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AKAMAI TECH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">148498.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2246127.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">49.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2060132.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">48.72</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2246127.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">49.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2060132.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">48.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0079455316</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">86852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">78504.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0636979667</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MIRABAUD EQUITIES SWISS SMALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">127151.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">120667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0673562095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GARIM WORLD EQUITY-A SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">240681.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">233240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1165135879</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|BNPPARIBAS AQUA EUR SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98519.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1207150977</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MIRAE ASSET DISC ASIA GREAT CO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">59950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">57695.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1546477677</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|DWS USD FRN RATE NOTE FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">134171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">130629.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1664185003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|WILLIAM BLAIR US SMALL MID CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">110835.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">103161.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1673806201</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|DWS FLOATING RATE NOTES FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">165915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">163680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1673813595</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|DWS USD FLOATING RATE NOTES FU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">232711.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">226554.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1708483067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MIRABAUD EQUITIES GLOBAL FOCUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">111637.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">106938.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1708485781</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MIRABAUD EQU PAN EUROPE EUR FU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">35640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">33325.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1405393.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">30.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1352912.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">31.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3651520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">79.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3413044.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">80.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3927182.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">85.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3657529.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">86.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 3.815.809,22 euros que supone el 83,50% 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 178,51 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 una exposici&#243;n elevada a la Renta Variable de forma continuada, manteniendo un sesgo Garp, con un indicador de 6,33 en una escala que va de 0 ? extreme value ? a 10 ? extreme growth- y con un sesgo hacia la gran empresa, con un indicador de  7,58, en una escala que va de 0 ? extreme small ? a 10 ? extreme Large-. Mantenemos una inversi&#243;n en 36 empresas en lo que a renta variable directa se refiere.
  
 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 3,2% durante el periodo y en los &#250;ltimos doce meses ha sido del 5,16%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 7,55%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 6,05%.
  
  
 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 8,07% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 7,55%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,61%. GVC Gaesco Crossover Garp RVMI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,13% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 7,55%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: AKAMAI TECHNOLOGIES. Tambi&#233;n se han vendido los activos siguientes: AXA, BNP PARIBAS, CAIXABANK, HOLCIM, MUENCHENER RUECKVER REG y ALPHABET INC CL-A.
  
  
 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 1,54%.
  
  
 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 7,38%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 8,37%. 
 La beta de GVC Gaesco Crossover Garp RVMI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,73.
 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 0,39 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 continuemoscon unas tasas de inversi&#243;n en renta variable elevadas, con un claro sesgo garp.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El objetivo de gesti&#243;n es el de obtener una rentabilidad a medio plazo utilizando como estrategia principal la inversi&#243;n en futuros de divisa solamente de cobertura Currency Hedged ( moneda cubierta), con un margen sin cubrir de 0% a 30%; utilizando tambi&#233;n otras estrategias como la inversi&#243;n en acciones, rentafija y en IIC, y la inversi&#243;n en futuros de &#237;ndices de renta variable.        La exposici&#243;n a renta variable (RV) ser&#225; entre 0%-100% del patrimonio en valores de Renta Variable emitidos por empresas mayoritariamente de pa&#237;ses OCDE sin concentraci&#243;n sectorial. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta cpitalizaci&#243;n burs&#225;til. La exposici&#243;n a la renta fija (RF) ser&#225; entre 0%-100% del patrimonio en valores de RF p&#250;blica o privada de emisores mayoritariamente de pa&#237;ses OCDE, con una calidad cred itica m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 2 a&#241;os. La exposici&#243;n al riesgo de pa&#237;ses emergentes ser&#225; hasta un 15% y al riesgo dividsa ser&#225; hasta el 30%.                                               La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses m&#225;s 4% para la renta fija y MSCI WORLD NET TOTAL RETURN EUR para la renta varible.</iic-com:PoliticaInversion>
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0Y+XDVtfUg7iDuADA4CEt42E7cPYNvGe88V/+jkUNEA8l3zT+KNkJcR8fqFJa+HJCost4Rqf/3uh/HLkZi7+KjTb7XNbSzX1xSob35xEAF777hKaMlDcZIG0gt3d6tDZET9LedQpV//uq9zHLryXM2JtxKo5uDDuIOAPSP6+WoBXh70pzA6HsrDZyevcwTUbAQmL9RQtnq67cK28PehGetM4ywMofOhBpZn0U5KH34bPgoSX0K/wIZRPo+IHtnf8xvgqyR6+VoIXlz9LW8sraLa5kqae3fsPMcSmTnFU1dtHncDMOvpZUg7iDuADBo0Nt2ep+rP2mOm2fc/+Q2oHh80iwTbcuTw0Q1n2Tksgqp8U7X5Zmml/P+c3Nzi5qZy/4TQUg3UfmDbiHjZYwo/ItbDzKRVg7I3qFrksuFCFRhRj7V6tq6/800njTblEL5hsaf6C5k91GfcTMMznrGoZyPRd/45m5kE1Jv/NkE4g7iDgC0RWtra2o6+akKUVjabqji69wC8cVbLvnfNNt1AX1drLU/8d4LpG7ICLMAXlF978u3Hxn5cG5XY0ntU/jv6S/zhNsC534m41U+uur4RRCEjG/Oxje5BUxtMyKwCOJ/tL1l2pG3eZ9ZBNTYhTW5p2on3s1AOd/KqsdI6xMn+AVxB3EHABoChdtIjlEA2/GnmSt3pmW+I82pqKrlldDd5xpw8HQI+qpjdeqMZ/yk2SYo7RGQZGp3Pjf/C4rik+6+6OJ/f5tXhD1x7Weu//2MiR/nGZSM0vNUd8UkPZk40zgh5dnYGQafir6R3YRTTGustKH00h3DRLWetY3Tr/3+g2uKFrqVAXEHcQcA2iIr55Pc6p0o9nz6Irfjr0jvijpMNsAqqDZB1ujoeUJEb7zznMam4xLKVigddfPxOpMj2DPGrlegbWZg3Hqrk/284xd8b6wwcKqq/o7S60yO7nHxlV1BqLY8bndA1F1OUc3Jc/7TRdPU1IyCeqkl2/ILvrII4LELANalM5riQwUQdxB3ABgAjpwP5xLTGjFtvdX+K1jOnmP+8nj7HQc8D5+LYObHEwc7EvtYhomoj5U2CE9IRV9NbN0F55tPXbQZpR+mZ89X3X338StF9b3dqgOHiOYEWeN+3vHZq22JD3IlVKwY+FTFlbb8antYikQcVWmUpB72a2XVd+6p2sPFtTnaul9+NPxkmKxaV/975M+stXZq5i4g7iDuAEBbTFOy2up49fC5MMH5v6dWF1awQIE8CkiRxmGjGNtBOqTk0bMcViF1u7aXM1/nFo6WNLDc57HS8FC36tA247lhn+5mx2EwK/QPBUTfJX61dvKau3bXr7aOJkZ+nJC8OZuQOtZVFRr/gFdCV2rZdo/AROzyZrjjDNleLBB3EHcAoBXmqe6Kv5X+oaCEU/T3oHWkaznvP0+abTpa6s+9DXX1jWtMDj9+noPSBV9KOUW1R0zT0dzk2q06jJYyQOrZd/s4fKo2Ix/uftob7Gv+p6/fyqvRVY3sO6VFxWXL9Jx2Hro2QdZok/2lSwE3/SLuEIfwDwVA3AGAHkBS/u7DF5TgnaZz5/Gr+h+NzAL4xsamiXIb+OaadtdaRVUth7BGd19KUl7vwC6kNnuNDXaRoDrjZQynLtqM7jBQevsBT7SD0xZbIbn/+q2Cwla803X5528UmL9xhYETiutB3EHcAWDQ0Nzcwiakjq2FNF9194O07NNXY/+aRRj64hvxd/a7wh7YRNKpbn6su30mSGo5xbROX42j+j5e9L3JIaJZ+70e2Udfz3pdF5DfyCaoIblkG+UNcRuPTp5tiq5VjHyqO52ugbiDuAPAoKHgcymroDqWXm3kHJv8dJyMoZH12d7YlMfZd5xD5o8wCeDXbjh8yf8m1fdRdoU1T1ufz8jpemUVNUfcw3cf9e3Khlv2e3CKauV9LM54/WFItQoQdwAYZPiG/33e5wZpTlFxGRanIwy2n/EOS2EX0ayorO3Nf/n6rbKi6nt3t7I97GN32OfQmVCq7/UYaYPMtr71iTM3XE95hpSduKYrZeKSnzJMxhEXVwJx78aUv6SZMTExMjIyXFxcioqKxGX2Os4MDOIOAD2Db64p42TcnDWEhebjbqUprydMVJub/0VUcRNWYPsBzwOngihPFdCnuHnGbftnXklq0dJCGET/8ydhNKei+p7N+z0s9152977exc0/ff42BJsKlRfrWLNmTXp6+vfv311dXadPn062DIg7QAck3898nVvQ//9XXGmL/VE/FMaitPPZMJ5pOr/aXsGfsXwHVkBr8wl2Yc0+HbVCmROXohXU9lDXZmX1d2xPEXtdAyRUtuptO+0b8Te0w/4TdyLl5eW8vLwg7gC9IrLAYoPNuf78j+d9r/PNNmUVVKuo+s4sgE++92K1kTOLoFprayv22tHvu+fkNBVtx5ikJwPlGY+AJKml26hr8/2nr4Lzf09cg65kkku2rd1wJDrxCbTDARB3JycnExMTYhkk9KNGjcLj8YWFhSDuAD10j8wxNdp5tj//477j/pwiWuNkDFF63AxDpO9MfDg2YfWM1x+S779QWe9II55JTX87T3UXdW2mZb6buXInlq79/oNFgPBaVkDUXWiH/S3uV65ckZOTq6n5zxOMkpISa2trJSWldoUzMjJQJdzd3eFgAIOIkZJ667ecbGj82e61/j4Ct/EoIx8OqbncKhvCfYOiJdbxIjDP7PHzXBTDokiWRjyDzTdJ9qf8gpIvJeU9sJl4N2OJzr9XLwmVrWILLbPfFUE77Fdxd3Nzk5CQKC0t7Vi4urqam5sbIndgsPOhoISxbV5ZxsmqM5Zt74f/qGZ23Nb5mpqpy7OXhKWJJ802wWb1mrvO7tGznMDoe+hKQyPOKSou4xTT3LzXo+NPs9fYLtU90AOb9i5+01W2QcMbSHF3dnaeOnVqcXFxx5KVlZX29vYKCgog7sCg5smLvAX4Pf+T2zBpjqndYe8evP/ZXXwj/mbixyXd/3f23UsBN59nEVReWdvh1oPMq0HJA74+NZHvdT+Y+PHL9Zw6/jRxpjG6SvXA5hnPOHXz49D2+kncGf4L2cza2lpiJg8Pz8qVK/Pz80HcgUGNkLwFktq4W09/tY1BFFHYRPV/UVffWNk2xry6tu7u49fq5q5rNziTXToOe67oeDJIb9tp2nERuq1ZbeTcMZ+ZH9fd+Wowzvtct9x7Gdpev0bu1ALEHRgszFi+I/1lHpb+WlrZFyPKkWQPF9c22OF2+mocI+GpqYabJ/kX+nWsTgVE3dW2PLna+DBNiftyfTKRO4ro127oST1PesQMqWlhQNwBoL/xCEhGClVdU/dPiN2ATXVCXTbtuTRaSh/9o32ugSsMDqIbhdrvP8iW3Ljr/OWARPTZF2/89xir/Vc6ivv3uh8copo9GwJ/+FzYnmP+0PxA3AGgr7DYfVFedTfpJODMAniqzwmubn48JO7BSsNDulanth/wdDgZ2Nn6pVYOV8fLGE6UM064nU47XnqQ9u+4eyJfSirGShuILOhJL9b+E4FObiHQ/EDcAaCv2GBz7kpgEmkOzzSdyurvsclPrwQkUeu/zFy5E+njOpMj42SMjl+MolDSxPYcm5A6Cu3vPnpFO17KevtpmpJVu8zsvCKB+WZsPVpn1fawN2U/ACDuANANULxc/I0wLjsnrwjJOvoqvXR71M1HpGUmzzEt+Fy61vgwcQKAXlJWUcMqqP4w/W36y/eMfDh7F0pzH+I2HpVcst35bFhpeTXt+C39ZR6zgFq7zCcZubNW24yW0i8pq+quQSuHK2e94qFBgrgDAHXQ3XqKgU9156Frxy5Goug4LD6VS0y73UoUnGJamptOKKjt6dZy0hQ4dSXmf3K/VyINirmfk/+FQuFHz3OS72fSoOuQiM9du4s4r+TaDc6LNPcqaztMnGncA5neuOu8B/VujEDcQdyBoY4Cfs9qI2epJdsmzTYVnG82Qnw915T2j0/3uQaggJRdWAMbE/no2Vvtzb16n2jbgau2hwf96bDK0IlVUO3dB8IrL83NLUx8eIbJqmOkDJbqHgiOvd9da/rb3GCaMBB3AKACTm6hhjvOsAmru3sncIhooPD88LnwaYu3qJq0f8u/uKSCiU+VQ1iTb+5G9PX4xSgU46c8fNnjfy0kb44uGHTgQ+EFFnkfCeK+wfYciwC+8WcTdjPkH9ntOWE0LAhPmKFZgrgDQG8ZPlUbafTYtpl1X+cWMAvgv5ZWki3Z2trq5hV7NSiZcbLql5IyRj7caEn9tMx3PfinCSnPRknoswiolfdunQ0aQXLJNmzpah4JneFT12OZZrsu9GDU5hrjwwM4zyWIO4g7QD+MENep+mcwe0Nj01+zTf443nGCrFF04mM2YY0Jssb3nrymUBLF9eNkDA1JlsFrampGge0Zrzi+OaYrDA7Shw9nr7F9kpEbe+spMz9+vOzvV72snbxOesR0yw5yzhIdx8S7GdAsQdwBoFfUfv/BNUW7u1tNWWjJJICbpmylouN4885z0p/q6hvmq9or4vdi7yIhdftrlgkjnyrWU4EYL2PEwKeKYvbdR/3oxo2LNPf9nZrFxI9nFsD9T24DltmDEeuiCpYMfLiLvjegZYK4A0CvCI65N75t2vRuIa5kpaS9PzX9LW6jS+SN/wyXZBHEI+1m4sdNkDF0PheGwljLvR6jJPWI4xcnym1AUjhKSj8w+h7duHGFgVPC7XQWQbX4W2nbDvxeeM/lQoTdEZ+uG0G3TYz8uL8fvPzxoxFaJog7APSQ73UNC9X3coppyq3e2d1tW1tbsbm9dKz+88zwR8PPYaKaNbX1nz6XsglpMPHhOKdofSoqlVq6PeMVYR69nPefkQKiKL6h8Sc9OVPN/Jh/xN1290Du3tc37+vSFGCPn+doWLiGxN2fPMcUWiaIOwD0irlr7dhFNATnm3X2un9XMLX7z6DsqJuPx8749z7A5ULkVscrKDFrlc0lP8KjxYNuIfNxu+nPmfrb3LbsvzJhpjFp5rXQ20bWXVrBas8xf3TN4xTTwtYnAfpP3NtN9osRExMjIyPDxcWlqKiYlZWFZZaXlysrK7Ozs6uoqFRUVIC4A7RGaxsoscrI2Sv0di+tbXW4cobkPZ2rQcmLtfZ3LLZEx9H2MKGDQtPC1Xz3BfrzqtmuC0iax0obkmY6ngxiFsCr6DjaH/vD0wXkQ8s9F1FhurzyDYLIvZ24r1mzJj09/fv3766urtOnT8cybW1tTUxMkMSjTzs7OxB3gNbgnqodFEPo7FZZ75hMsiZGz9h91Pfo+QhSOSM7o6G79/WJM42z3n78n9yGiP/20dMH2w94cohpTvxv5J5f8HWV4SH+eaZiipaUN3dyC9nnGjB8qvaxC5HQRAde3IkgKefl5cXSYmJi2dnZKPHmzRuUBnEHaIqmpmYWAbWLvoQeEpnl1s+y3vfSIFKl/ScCsXRLSyvPNN0t+z3IijsTP/6i7w12YY3K6u/059gV+k7M/PiJcsbt8q+F3mYTUpda8odl82ycvV0vRVnt9yDOng/QhLg7OTmhOB1Lc3Fx1dfXowT6RGkQd4B2emOS7r6QWWHNIoCfu9bO2OYcm5Dah8KS3nfLjJM1irr5GKUfpufwTtOtJzfS42dT83qrU6qmR+essaNL9564HMPEh7M73H5sTMLtdFZBdbJdVaTAfDK0KO5XrlyRk5OrqanpKO4dF8jOyMhAlXB3d4eDAfQnSHCHT10/foYxp6gWbqPLPNVdBjvOMPLjamrre2n5sl/iyOl6DicDPxeXLdc/KNP5bJGrDJ0YJqtu2nuJLj2ckprFIojvmH/38WtGflWV9Y6UN9fc5NqDWWiAPhR3Nzc3CQmJ0tJSYg50ywA0yMeibzzTdJn48T7hKQVfvg0T1VTSduQQ1UQBde+NY89U/5plwsCHozApSkPjz4qq2no6HcFdVVPn8E/3FCnpL/PGyxgqqu+lvPnsNbYhsTCfDM2Iu7Oz89SpU4uLi0kzbWxsiA9UbW1tQdyBAcdg+5lxMobSS7eb7brwOregubmFV0KPkQ8XGv+QKvbtXfwOt72slP2uELzdkdT0t+hWiXKZiTONYbKwgRF3hv9CNrO2ljD/UVlZmZKSEhsbG/pEEg/iDgwsSMrZRTX555ntIFlzmbpL5SFl19/mxi6igb3WBHQM3meu/MNrYmOkDXqwrAdAtcidWoC4A/1GUXHZiGk6ffov3DzjRBQ2zV5tC94mS+abD1JLt1MokPwgk0NEAxwF4g4A3eBhevbcdX07QOVKYBKHiGZA9F3wNlmy84qmLtpMoYDUkm2sQurgKBB3AOgG2w96yqzY0af/IijmPtKmLyUV4G2y5H0sFl5gQfanxsamO4+y2ITUn7/OB0eBuANDC3TPvue437dyQoes3tbTB093YwrZSbNNeCR07A779mkNQ+MfMAvg4Uh1RsHn0s6mA0u8m8HIhxs7wwC8BOIODDmmKVmxCOBkVlgz8uEZJ+PULVyb2sYvzlPdZbyT0qRUdx6/4p6qLbbIMivnY5/W0Cv0FqeYFhypzij+Vjnhn+U72nH/6Rt53G7qPt8GcQdxBwYBSMdRZOd8NoyZH2+264LL+XAmfrxn8K3ikgpxJatlep0uY7RpzyW0oeB8836o5O0HmasMD8HB6ozyytpRknpkf4pJerJ2wxFwEYg7MOTIL/iK3dFj8zimZb4bL2sku9KaVVCdVUiNcbJqZ0/qFNX3rDZ2znn/GXw44NTU1g8XX0/+pifklvHOc+AiEHdgyHHGM07yv3NObd57mUUQLzTffPR0fRTRK2mTn7RESWv/rQeZ4EBaoKHxJ7sw+ZGOrpeidh66Bi4CcQfon0NuoRf9bqIT3qVt6ldbZx+82THSAqnpbz2Dk7H0i9edDqAWX7zldW4B+JMWaGlpZeLHkf1ptdEhgx1nwEUg7gD9I69mz8inOkxMc4S4TnlljdjCzRd8Ol0rubS8mmxnrrr5MVZBtYqqWvAnjcAsgCf71FTd/PjBbq6gDYC4A4MMdlHNYaJaCmp7DLa78Yrrsgmpu5wPR7fzFGaAaWlpQVeCmu8/2uWPljLgm7sRXEo7cIho/Gggs2ashsVxmFIGxB2gZ9CZzyqoPmm2ycSZG66nPEOaPmP5dlHFTTpbTlLeUERhE+lT00fp2YHR98ZIG3wrqwav0g5M/LjPX8nMNKWy3jHp3gvwD4g7QLfkfSwWkjff6nCVkQ+X9+kL+nQ8Gcwhor7jgBflDZW1HYhL5b37+GWhxj6xhZasgmowhxdNMVJSr7SczOV25sqdaZnvwD8g7gDdcutB5gK8vc0hb97puuir7IqdVTV1Xdlw7rpdxGXtpiltQVcFvrkbO3tlBhgoxssYfS2t7JiPrujoug7+GUhxbzfZb1cyO1uTD8Qd6MiOA54C880Co++Z2p3v3oZOXub2F7G09uYTF/1usgtrcE3RBpfSFJNmmxR+KeuYzyakQba7BujvyJ2sXncUd4jcgS6SnVcos3zH4XNhIgqb7F38emAhNP6BvOpuLL3CwCnhdjoS93UmR8G3NIXgfPP8gq8d85kF8A2NTeAfEHeA3nj+Kp9FAM/Ip8rIhzvvfb0HFh6mZbMLa1ZU1eptPc031/RhevZqY2d7F1/wLU0httCS+Ny7vLL2oh9heGtTUzOLoBo4ZzCJOy8v76hRo/B4fGFhIYg7QIEnGbmzVtvI4+xZBdVOXYnumZEx0ga+EXd4p+uhmB1eXKJNJJS3vsr5hKXjbqWxtc3eXl1bN0JcB5wzaMQdo6SkxNraWklJqV1+RkYGqoS7uzscDACR8vDlYq39LS2tpeXVTT1dq3qV4aH42+lIJtAVoqi4DLxKg0gv2/7i9Qcs7RV6CxN3CrNFArQr7oTLcnU1Nzc3RO5ARxoaf8qr2+908jp+KWq1kXMvreluPXUtNAWF7Yx8uNoOLzQBtIDcKhvikMdNey5hsxG8//RVSN4cnDPIxL2ystLe3l5BQQHEHSAlM/vTKmNnVkF1FkE8Mz9+lKS+luWJXtrcvO+yvYvfGGmDBXj7nz0N/4E+ZZ7qrtT0t1h6ucFBFkG1uvqGl9kfp6tsBecMsLgz/Jc/ZvLw8KxcuTI/Px/EHSBl1xEfdEvOxIdDodyjZzmC881NbHvbR7fPNUBr0wmB+WbgXppFUX3v3cevsLSO1SmeaTpfSioeP8+Zs9YOnEMTkTu1AHEfsmxzvOp6KYpDVHPXEd+Cz6U8ErpbHa700uaJy9FKWg4W/4x2B2gQZW0H4gzMKwycJs02yc4rwp64gHNA3IFBT1NT8wjx9ac8YnkldJ3PhjU0/GTix+0+2tthiyj2Z5is2vvuHaDvWKZ38Oad53kfvz7KIETr/HM3Jt3LdLkYCStYgbgD9MDNOxncU7R/NPwUVdx0JTAJ5XCKaq3f0ltRrqtv+FDwrQYepdIwq42c426lya22YRbAiy205J+3kYEPxySAn73GFpwD4g4MYopLKhTU9kyUNdawcCXNv+h3MyD6LviH7sFtdIm88WjLfo9hIhosgmqv3xY8epbDIoBfbXQYnAPiDgxiUp+9ZRfR4J2uq7/NDbwxBNHc5BoS92DjrvNKWvvl8buxud05RDQcTwaBc0DcgcEs7ulv566DcRFDF92tp/wj7xpsP+MTnkLM5Jmm43opGpwD4g4M2mb36FVY/MMVBk7giiGL4Y4z10Jva1meCI69T8xUWe8Yn5IOzgFxBwYrPBK6ogqWOlanwBVDFlO781cCk1RNj0bdfAzeAHEH6IHW1lZOMc2JM40377sM3hiybNpz6YLvDXT3dj3lGXgDxB0Y9DidDmXiwzHz43gkdCz3XAKHDFm2Olw54xWvpLX/9sOX4A0Qd2DQM2GmMX6jy827z5n4cVv2eYBDhixLdA+MEF8vvtjqQVo2eAPEHRj0TFm0+c27wtbWVhYBtdwPX8AhQxaPwMSJcsaC881gOWwQd4Ae4JXQraiqRYmWllbwxhBHy/LE5DmmWW8/gStA3IHBTUPjT2xNBgBAbNx1fpyMYW4+3MDRmLi3m9eXQmZ5ebmysjI7O7uKikpFRQWI+5Dl8fMcNmEQd+A3Ow9d452u96noG7iCFiP3rizWYWtra2JigiQefdrZ2YG4D1mMd55dgN8DfgAwDp4O4Zqi/bW0ElwxWMVdTEwsO5vwQPzNmzcoDeI+NFG3ODZcXPuMZzy4AsA4fTWWmR9f8KUUXDFYxZ2Li6u+vh4l0CdKg7gPTSbPMRFR2AQrmgJEjrhHsItoNME6iPQh7h0XyM7IyECVcHd3h4NB34yXMSr+BjfgwL+4Xo5WUINuOkoU1dU9+lZ2MCPT8M6D1YkpkpFxfMGRY/3DuLyDuXyCWTz9F8UnDaS4Q7fMkG6dxWWJdzKcz4SxC6u3tsLwRwD41dza+qXuh+fbd3vSM4zuPlSIT5oWHscfHMnrF8LtE8TqFcDs5cd41Z+B8IcSfkyefiiT7VrASL+Q8QHhwiExs2NuKMQlWj58kl1dPZDibmNjQ3ygamtrC+I+dCivrBkjbcA4WZVxMo5DVBMcAtA3tU1NER8LXDKztqSmLb15WyY6QTgkaoxfGI9vELt3IKunP5JpRk8/JNmYajNfDWD29Oe+FsTjG/y/oPApYTHycYn4W3d3pz13f/32TSdjC7sIFYZCko59JJtZVlampKTExsaGPpHEg7jTKy0treNljYXkN02YafSxkDC+zfqg1wjx9cXfKsQXb5m9BmZvBwYl9U1N8Z+K3F693fkkbU3SndnR11GgPT4gdJRfCIdXIIqpma76M179LdnoD31l9gwYdi2Q2zdobEC4UEjUzOiEZTdvm99/4pCecaug+Mv3uua+v4uFl5gAqvHo+VtOMS0uMW0OEY0Xr/OR1osobHI8RVhYZ/ZqWyVtB3ARQDvU/PwZ+uHTsazXW1PTViXelou+PjU8dqw/iWR7/VeyUdx91Z/DO5DLOwiVmRwUKRkZpxifpH/nwY5HaWH5BW+qquqbaejhMIg70Fte5xaMmaHPIarJxI+f0xaer91wJPLGI6T1LAL4wi9lKEdv22kLmAMS6GMamlve19ZezM7dk/bC6F7qooQkichY4ZCoUb5hPL7BnL87RtpLNvNV/2HegdzeQaP9QycHR0hFxi+6nmRw9+HOR+nB+R9flFWiy8Bg9AaIO9Bbdh/xYebHj5qu73gq+GvbeJilugfWbzn1JCNXbtVO8A/QG1p//fr248ej0jKXjCyr1Kdqt+/Oib0pGhaNAmcev2CkyITHj55+TG1d2L/7spFee/qzePpzeQfz+ISMDwwTDo2ZGZ0wL/am+cPHe9IyEgqK8mtqm+h9diMQd6B3515r62Kt/X/N2uAT9u9KmA4nAg12uMXdSltleAhcBHSkqaUlr6b2ZuHnXenPje4+XH7zFoqXhUKiBUKiuH2Chl0LYvFq02tPf+KzRyZPPxYvfyTlw32DR/mF/BUYOS08dkHcTXzyXZsnz0++fPPwa2n1z58tMCILxB2gCqOk9Bgmqz7PyifNjE1+imTdM/jWBptz4KKhBtLX+IKiE1lvtj56qnQ9WTIiDqn2SN8QFEcTOrI9/UkkmxBiEwb5eQWgAmP9wycEhKMQe8mN23p3HxzOyPLJefe+phb0GsQd6G+am1u4p2inZea2G8B+78lrHgkdvrkbdbfCKql0xYvSiguvc7akPlmdmDI7+rpwSMw4/7DhPkHs1wJZvALaOkZ+D81mbOvL5iQM8gsZ5x+Komz5+ET15Lv701945eZ9qKkFwQZxB2gXr5BbSMQ75lfV1HGLa4+arnfobAh4abDwrLT0fHau1cOnKxNTZKMS+EOjRvuFcBLeqWkbnX313x4SZi9/dsI4v+CxAaFCoVGzYq6vSf5766M0j+yczLKKioZGEG4QdxD3wY2S9n5VUxeyP7W0tIB/aITyhobYj4VOz18a3nmodCN5ekTc5KCokf4hw9qeRpKOHmFqE26Oa4HDfYInBESIhcUoxN/UTLnnkP4i4mNBSR3MCwTiDuI+NBCYZ5Z0PwP8MIAU19eH53/ck/5c/fbduTE3REKjxweGcfsEI4Fm7tC7zeIVwOlNeBlyUlDE1LDYRQlJunfuO2VkxXwsROE2OBPEHcQd+BV/K22dyRE2IfXq2jrwRt/xprLycvY7y4ePl91IloyM/SsogtcXRdxtwn2V5C12T3+2a4HcPoSR2kKh0bJRCWuT/7ZMfYy2fVZaDm4EcQdxpy2OuIfbOvvQZt0Wqu9lE9ZQNTkKh6k31DQ2R338tOvp8zVJKTOiEiYFRfL4hrB7BbJ4Bvw7A4kn0u4AjmsBKOLmC4yQjIhdnnjb/OGTS9m5L8phlk0AxH2wscLAiV1YY7S0AW1Wb6y0QUrqSzhMf6T516+kz8UOzzLXJd+RjU74KzAcaTQbYdo/f8Z/Bpa0xd0BPD7BEwMjZkTGL71xa/vjNK+37z7W1oIDARB3ekNyyTa51TYsAvgW2nuPrm2da7UfDT/hMGHUNTWF5xdYpT5VSkgWCY0a40fo8mYhmZmEMJobk++ACCTxqxJT9qS9iPlQ2NgM61QAIO5DDBGFTbn5X1DwjpSUdmr16XOp0+lQr5DbogqbhuBBefyt9GBGFmHNhIjYsQGEBROYrwZg825jATinT9Aov9Cp4TGLEpK2pqb55eaXNTRAYwYGmbi3m9cXo7y8XFlZmZ2dXUVFpeKfyYg7TgIM4k6WuFtpStr7f7W9088mpF7/o5HWVi/ac9yfWQA3RtpAVNGSXo9CTWOzz7u8jQ8fzY29wR8cOcInmP1aABPJPFOE1yn9QtBPC+MTN95/HPT+Q1VDE7RegN4i93Z6bWtrS1yXw87OjmwZEPfOUF7vMEpSDyVevM4fJkZY2mLKos3ZeUUDXjEheXOX8xGNP5umLt6sv+00Ex8uMObeYPd2TlWNa+YrjZR7khHx/wsMH0aYMhB7x5IwcBClubwDUb5kZLzG7XtHX7x+UwlPL4EhLO5kV9QDcf8jj569Lf5WLiBvNlx8PfrKPUUbm09x7jq7R89y/iBS+V8Co+/+b9YGbKHh8ITUwGhqKq+Cuj2rkAbDZFUWQTV2Ec3Hz3OuBicPFseiiDq+sGhrapryjduCIdGj/ULZrwUy/17AzB8Lw1FsLhgcNTfmhvn9J/5572t/Qj84AOJOcS1slCaW4eXlHTVqFB6PLywsHILibu/iV/Od0tt9f80yGS6uw8SPYxfWqK6tQ58BUQSBXqS5Lyz+YVrmu7LKms62HS2lzzhZlVlAraaW4Pmluo6yK6g50e5YaQO+uabvPhQv0z3gE55Cmx7+UlfvkZOr+/eDuTHX/xcUjvS6baoT/3/e3/EbRpitO2xaeMzym7f3pr948LUETn4AxL2H4s7NzU36U0lJibW1tZKSUjsLGRkZqBLu7u706mKvkFtItVFIfu5aQrufSkqrsMSURZuFFSxsDnlziGgcuxAxQdYIy5dQ3orbeHTkdL0dTp5kjb//9JVFQK2qum7KIsvom4+X6h6cungzEx9OUN689zXPLyj5a9YGZgE8dk9ACzwsKXV4lrnsxi2JsNjR/iGc2Os8nr/HgyNBH+4d9L/A8FnRCevv3LuQnVNUVw8nOQDi3lfdMkSqq6vbKf5QiNxnrty5QM1ebNFmrMuFyNy1u7jEtLGRjrwSuuWVhEHN81R3MUxWXaixFytz+FwYIz+OiR9vd5j820zL9Z3QBQAl5uN2o/sDdFVgFVQ3tjk7boZh72s+WlKfU0TDaMfZfvZYXXNzUP7HLQ+fzI9NFAqJGuHb9kjT85+V4K/6o6+j/EKEQ6OVridve5QW/7EIHmgCQN+Ku42NDfGBqq2tLelPlZWV9vb2CgoKQ03cJ802ufvo1c+mZnYRTRRoY5lVNXVC8hasQuq3HmQWFZcz8uF+e6n6e07el/ofvyf6KPxSdsH3xsnLMWOlDQ6cCu5onHuKdkjcA5RwuRA5B10tpmjNWm37rawahfPBsQ96U+2GxiYuMS1kqu8886Ki4lBGptrtO9Mj4/8XEIHCcBbiqz2e/izX/FDOhIAwyah43K07Li+y4JEmAPSHuDP8FyyzrKxMSUmJjY0NfSKJJy3Jw8OzcuXK/Pz8ISXuRcVlzPx4bLpz4QUW11OeYflIfBn4cChCT3n4Muvtp2lKVhSMvHlXgIJ3FP4v1T2QX/CV9CdOMS2sq/3O41eoDPrD8lcbOxPD/57x/FU+91Tt3nugpKHBMyfP4M7j+XGJk4MieP1C2laL/3edeDavQB6fYP7gqHlxN9Bl0DvvfUUjTGIFAAMduVMLehX3Z1nvZyzfgaU1LI5jUTaCa4p2ZdV37c0nAqLuIsVfpneQsh2h+eZyK3ci7b798N+X/lGAP0xUk/iVtGf83tPXoyT1yZpS0tpv7XTtjzVPTX87Z61d1ztSQj8UbH30dGF8kmhINGH9eJLJrQhhuJc/t0/QxMBwqah4tVt3j2RmZZZXwOkHACDug5LK6jpb52sr/1lHdKvDFSe3YKxPBut/33HQ6/jFSLsjPisMnCibyn5XxCyAZxfWOOMZR8z8UFjCP3cj2fK133+wCal3zEf3ELzTdf+aZfLHykfeeKRq2n5esA81NcczX6nduicZGTchMJyTsNYlcWw44RXNYdeCxvqHTgmPUbl+y/pRWtwneMMeAEDc6YsLPjc0LV2Z+HHzVXdjOdqWJzlENRt/Nr15VyiywALl4M2Oii7cvEhjn4X9RcrW0FbGO89NV9mmqE7obLkWmiKz3PrmnecU+nM4RDSIffdEMl5/QBcJvrkb3+YV/eh8Cu/ShgbVyyHCp7ykI+ORiCPJJg5KaRsbHsjjG8wfFCkfR3hF0z/vQzW8ogkAIO50L+4tLa3bHK8gDWURxFs5XCH9aYyUgbzaHskl28a0TfeY+/4zEz+ekQ8Xk/y0K5bDEh7izQgrHx2/GMU1RdvlfAQFcZ8026TwS1n74/3o1QK8PaugGrfYeq3NJ1BYHZj3aeODR7Oir08KCuf2+TcSZ7jiy+ThN6JNxBUTkixTH98s/AyrKwEAiPvQFfevpZUoYBdeYP7XrA07/9u7rbrhKAqo+eaY3HqQSdIBktrFgeTpL/NmLLdGCQdXf3TxWKy5f+/xgM4KSy/bnvHq38fXGaWV+9MzRT2Chp+/xnjek+GyD3GpBxbPgOE+wX8FRcyNu2Fy/1Fw/qfJ8zeiSw66EsAZAgAg7iDuv3mZ/XG6CmHseXMzmUh3jbEzkv6OHSZdIb+ghKlt0KTsCuvJc0yZBdSOX4psV6a6oela7nudlAecJzx4rwUOuxbUNjTFF+tRYfbwYbvoLRketyTm5lizg1/q2q+jVFNbL6qwiXvK+gu+18nWHwAAEPehKO4/fzad8Yxbrt/p6Bd1s2PjZQ17bJ9XQjf7XRGroPrjl++iPhRYPHgsH3dzcnDkCN9gVqxHhbBQvR9KM1/yZjrpwXn04qR9p1kWWvDP3Xj2WgL/PLPrfxOGY9bVN5COtMG45J+IrhlcYtro8kOD88gDAADi3t/cT3sTdfPxgVOBIgoWrIJqizT3d1ZS1+qUAn5Pt4ynfPm680m60vVkodAopoveLP+ueuzH4uXP6R34V0CEbNR1w7sPPd/mEZ9tZrz6MGuNDaHrX0AtKPb+lEWbJ8024RTT+lD4DSuA6pnz/jPpP1pncmSkhG504pNPn7/BuQEAIO5DXdzVzY9xiGiJKm7iENHkFNVGerrzUE9251VFxYHnmStv3hYLjx7pH8LhFcjkSVzKJ2DYtcDxfuFsJy//dcxjqr3b567NmjJuhuEoSd2KqloU8gvON8/7WEz8SXr59pTULNLCeDOXsISHcFYAAIg7iDsBofnmMit2MvKpcohoNDe3cE/VuvH3cwrlS380XnyTuz7l/ozohPEBYZzXgpj+mUmc2dOPzStgTEDolPDoNUl3DmVkva2sIt3WyS141HS9FfpOXazbOBkjrI+ITVCdVVD9J8mTW9zGo/td//M8Vkje4kHaGzgrAADEHcT919dvFYx8uIbGptHS+mP/u551+Y9Gz5x3hncezoq5/ldQRNtAQ3/iqmysXoRFNfmCI9tmv3p258vXLh2wR1n8czc6nAzsYvUePX/7rayqpaWVhV+Na4oWNhECht620zhTF9LC6M7j3YdiOCsAAMQdxP1XTNITmfX7TmW95dp7msP18vjAcC7vIGYUif8zDy1KjyCsjBw+N+6G0b3U4PwPdU0D8MqP6+Uolwv/GVrjFXLLyPrfGR+R7rMIqsEIGQAAcR9a4t7861di0ZedTzKUryeLhcWMJEyf8nseWmyUIaOHL7uH76TgSIWERLMHj8M+FAyIiHedhNvppNMelFfWYov8AQAA4k6H4v6WsLTma92/788kvLQZweEZwPbPmj7Yg02Oa4Fj/cNEQwlr+qwOjGVSMAuNG5QPIdNf5smusD7vc+OC7w3CjucViS20hFMCAIa6uLeb7Pd39FderqyszM7OrqKiUlFRQSFzYMX9cWnZkcxX+Ft3Z8Xe+Csogsc3GCk4cWhK2zy0ARxeAWzuXozO5yXPB7i9elv4nfC+T0VVLdZtbX3Im2eaLgOf6mrjI4P02Ge8ymfiw7EJqStrO6KvN/5+PmPZDjglAAAi998ST/rV1taWuFiHnZ0dhcx+EPfShgbP3DzzB0/mx90UDo3i8Q1ivxbIdPXfjhSWa4GE3vDAcJnIhBleIQw6uxnnbQi//ghtK7LAkkNEg0VQTdXURWzhpk17L9fVNw4T00Rq6BGYpLXpBBM/jnuK9mX/RGwFpcHIz5/N/lF3Gflwi9tG5bucjxBR2ASnBACAuJMRd7LL7FFee6+X4v60rMz15WuNlHtzY29MDooc6ReCgm5m4ms+nn4snv7DvAPH+IaMuuDLvvfUnJPeL8rI3D1IKG/V3XIab+oyfKoOCmaZ+fETZxo3/mx68DSbe8p6ZgG8PM5+opyx7EprJIWsQuorDJ2bmujh2aPR9jNyq2xQ4ty1hM37LsMpAQAg7mTEnXSBbJSmkNl1cX9XVX3pTa7R3UeLEpKEQ6LH+ocN8w5g/Wc4ChaDs3oFDPcNHh8YJhkZtyQ+aYlX6Ih1OzjFdZBG/2/mBvQ5YaYxEugxUgYoUC0q/j1XYklp5Vmv+F9tE6yjSDzn/eebdzLGyxiuNTp8LfQ2aR2Ono8QX2yla3XK9VI0q5DaBptzdNMCMl7lI8+gxK4jvmg34ZQAABD3P4g7cS1sspn/iktGBqqEu7s7WfvDTni0TT/rx+Dhy3DxGsPZq4zHLzE6uDFudmLE7WSU1mXgwzFOxjFMxjHyqTJM/v2Hcvjnms1T3aVmfnzizA2yK3eiWNsz+FZLS6vsCusnGblxt9JGTtcLjr2PdO1h2ttdh30oP0u8GpTMKqgWnpCK0sPFdTbv86CbFoDuTtCutba2zlO1A3EHABD3fuqWKautq66tb2pqfp3zKSwu9d7j1/efvI64keofeSc4+l70jcfxt9NTUl/ef5L97OW7ws9l2Ny57z4Ut5tEt6a2HnsQOnuN7RhpgwW4Pcz8ODZhdSTxw6cS5smiLO519Q1TFlo+TCPsharp0Y5zMQ5qkEMepeeg69zdxzDHLwCAuJMTdxsbG+KzU1tbWwqZXe+WoS5ObiHjZAwZ+XDSy3fMXWd3+krc2BmGSNnTMt8N2UaA7nJ4JHRklsNQGQAAcScZCkk6ILKsrExJSYmNjQ19IjWnkDlQ4o74UlJ+0e/G2/9OiDiUGS9j+NfMDZf8b4IrAADEncrQ5QLZgwXvsJScfLjUAQCIO4g7AAAAiHtX8PDw8KaIu7u7NzUAO2AH7ICdoWAnNDSUJsS9x1chsAN2wA7YATtdh+bE/cWLF2AH7IAdsAN2emmH5sQdAAAA6D0g7gAAACDufUZKSsqECRNmzJjx6tUrBQUFTk5ORUXF/Px8sEODdqhVmfZtkYE6rRHs9LWdwsJCJSUlbm5udPR7c9zBTp/aoRVxl5WVDQgICAsLGz16tKOjY01NjYODw6pVq8AODdqhVmXY2dn19fVXrFghISExYsQIsisHgB3asUPcBIfDWVtbV1dX29vb9+C4g51+skMj4j5s2LD6+vofP36gHUM7g3Kqqqp4eXnBDg3aoVZlfH19582bV1BQ0MuIEuz0jx3ihiNHjvz27RtKVFZW9uC4g51+skMj4i4lJZWXl0e6Yx8/fhQWFgY7NGiHWpVBPH36FN0HpKam9rK7AOz0gx3ihij8700nD9jpJzs0Iu6RkZGGhoakOWZmZv7+/mCHBu1QqzIYxcXFixYt8vHx6WVfMNjpazsd55jqsXiBnf6w8wsABpqGhgZjY+PeP+gDO/1jBxgU0PRhrq2tBTuDxQ44B+yAHZqyQyvinpmZOX36dF5eXlNT05qamh7fiYCdfrADzgE7YIf27dCKuMvLy588ebK8vPzgwYNycnKlpaU92x+w0w92wDlgB+zQvh1aEXdOTs66ujosfeXKFQkJieLi4h7sD9jpBzvgHLADdmjfDq2I+4wZM549e0b86ubmJi4u3oP9ATv9YAecA3bADu3boRVxj46OXrNmDWmOs7NzD/YH7PSDHXAO2AE7tG8HBkUBAADQISDuAAAAIO59Rnl5ua2trZiYGDc3NxcXF0rY2dlVVFSAHRq0A84BO2CH9u3QirgrKSmZmJi8efOmvg2UQF9VVFTADg3aAeeAHbBD+3ZoRdzZ2NjQ9ard5YudnR3s0KAdcA7YATu0b4e2Ivfs7GzsYoUS6KuysjLYoUE74BywA3Zo3w6tiHtZWZmNjY2YmBhXGyhha2vb7vIFdmjEDjgH7IAd2rcDo2UAAADoEJgVEuzArJBgB+zQoR2YFRLswKyQYAfswKyQfQZM8DaI7IBzwA7YoX07MCsk2IFZIcEO2IFZIfsMmOBtENkB54AdsEP7dmBWSLADs0KCHbADs0ICAAAAgwFaEfdp06Y5ODi8fPkS7NC+HXAO2AE7tG+HVsT9yZMnNjY2goKCYmJie/bsef78OdihWTvgHLADdmjfDs11y6Snp+/evVtUVFRISMjOzu7p06dgh2btgHPADtihWTu02+f+4sWLffv2iYuLgx3atwPOATtgh9bswANVgDrQ2uvaAByvIX68aFrcezD6JyUlZcKECTNmzHj16pWCggInJ6eiomJ+fn6P61BYWKikpMTNzY2s9cAOcRfQHdbMmTNRfebMmdODRyUxMTFjxoxB+5WVlYX2aNiwYbKysshmd+1QZZEXWnvNuvfNho4PFhyvIXu86E3c0VEJCAgICwsbPXq0o6Mjco2Dg8OqVat6/K9xOJy1tXV1dbW9vX0P7DAyMra0tKCEpKSku7t7XV3d2bNn5eTkumsHNZT4NkaOHHn+/HnMDtrZ7tqhyiIvtPaaNTs7u76+/ooVKyQkJEaMGMHwD3Cw4HgN5ePFQDs6Tpbu2kFXXeTWHz9+oG2RIqOcqqoqdA3ssbij4/3t2zeUqKys7IGdSZMmpaWloQS6kmOvFH///p2Dg6O7dtjY2BobGxsaGlDF0A6iHGQN7WwP7PR+kRdae83a19d33rx5BQUFvYwE6fJgwfEasseLhsSdKpG7lJRUXl4e6bYfP34UFhbucX1QZNGb+pw+fVpERCQiIsLGxoYYFKCYpbt2pkyZcr0NdLG5ePEiaoLImoyMTM+Ci14u8kJrr1kjnj59ikKt1NTU3ogFXR4sOF5D9njRm7hHRkYaGhqS5piZmfn7+/fmTqKXnYNhYWEoTkFRP4ovUDPavXs3upnoWbcgunS9fPlSUVERhSeoBfRgiBVVFnmhtdesMVB0s2jRIh8fn970AtPfwYLjNWSPF4yWAegHdGdtbGzc+0d8ABwvOgDcCgAAAOLeZ1BrFBHY6UkjoEbo1AMjcLAG6mDB8RoKx4tWxJ1ao4jAziASdzhYg0ss4HiBuPcEao0iAjt/bCK9H3JKrXGrcLD6x89wvIbm8aKtyL33o4jATg+u/z0QdypGgnCw+trPcLyG5vGiFXGn1igisDOIxB0O1uASCzheIO4AAADAAAMrMYEd2CmwA3ZgJaY+AxZVGUR2wDlgB+zQvh1YiQnswEpMYAfs0KEdWIkJ7MBKTGAH7NChnSHxQBUWiwGgMQNDDXpbrKOPFovpsR1qvdlcVVW1Z8+eqVOnIjsjR46Ul5ePjo7uwS5QZdEZHh4eCwsLbCptqtDL5a6obqeXzYZay4HRWmOmViOky5OiL86LXh4vehN3ai1iQq36UOvN5hUrVpw9e7auru7cuXPoTIiIiBAREXF3d++uHaosOoP8cPjwYWFhYSkpqTNnzvRgRHA7f/ZyuStq2aHWCkHUWg6M1hoztRohXZ4UVDwv6E3cqfXGLdUWMaGxN7Y5ODiIa82gYAclUIDAx8fXg/r0ftEZzA+tra0oRNXV1UWhpZaWVlJSUo/bay+Xu6KWHWqtEESt5cBorTFTsRHS30lB3fOCrqYfoNZLWVRbxITG3thGgRsWpKBPFBegnJaWFkZGxu7aocqiM+38gJQUhUs9WLmGWstdUcvOLyqtEESt5cBorTFTqxHS5UnRF+cF/UTuVNkfqi1iQmNvbL98+XL27NntegN7UB+qLDpDxZ4Bqix3RcVls35RY4Ugai0HRmuNmVqNkC5Pir7uMYPpBwCACsAKQQAdAM13EEOtUXFUsUNTlQE7/WaH1hozQHPiTq+Ls9DaqDiq2KGpyoCdfrNDrb4IWqsPrdmhlmjASkx9a4fWRsVRxQ5NVQbs9JsdaokXrdWH1uxQSzRgJaa+tUNro+KoYoemKgN2+s0OvY5XpjU71BINWImpb+3Q2qg4qtihqcqAnX6zQ6/jlWnNDrVEA1Zi6ls7tDYqjip2aKoyYKff7NDreGVas0Mt0YDRMgAAAHQIiDsAAACIOwAAAADiDgAAAIC4AwAAACDuAAAAAF2KOwMAAECfAeI+kOIO12cAAEBeQNwBAABA3MH7AACAuIO4g/cBAABxB3EH7wMAnFa0Wz0Q90F/mIlPxrm5uZWUlN68edMuv92jc5SYM2dOZ9VISEiQlpbm4OCYPn16SEhIZ/Uktebh4UH60/Xr19uVFxERERUVJVvn0aNHr1q1Kjc3t+M/ev36tbi4+O3bt9v9685qSNYgIj4+XkJCgo2NDX2iNDG/uLhYX19/woQJI0aMUFZWTk5OppxP1tSlS5c0NTU7HhQNDQ3kFgqHoLPadmVPKRyLzrxKOb+XLQS1utjYWGKB6OjoHsw/ShbK7u2L04qCe6l1dv/RYLsCVK8AiPtgEncsUV1d7ezsPHPmzD+2rWXLlgUHB3e08OLFi3HjxkVFRSFTWVlZxPOKsqDIyck1NzcTf1q8eDFp+YcPH05tIzU1tePmZWVl+/fvnzdvXrv8Bw8eoEvCkydP2v3fP9awnUFUfuzYsUh6UPm4uDiUzszMxH5asmTJzp07v379in5KSkpCCkU5n6ypHz9+TJw48cOHD6SVRF//97//YfNZUz5k7WrbrT0leywoe7Wz/F62kMePH8+ePZtYGKVRDlVOEMru7R9x7/+zntbW6wBxH3hx/9W2kCMKqf546qLTEoXSjY2N7UqigOjixYvdCmdQAkmhn58fMba1sLAgLW9mZnb06NEjR46Ym5uTNVhTUzNs2DDS/JiYGGFh4VevXpEN2f5YQ1KDSH3Onz9P/Mnd3V1LSwtLc3FxkV33srP8zkwdOHBg+/btpCW3bdvm5OTUxdiNtLbd3dPOxJ2sVynn97KFrF27NjExESVu3ry5bt06Kp4jFNybk5OjpqY2atQoHh4eHA6HrYhEWtuGhgZUGN2EjR8/HiXQV2KBK1euTJo0iZGRsevuRd6wtLRE/w41zgsXLpB1O9nD0dmGZOtP9kYKXVPRtq2trVgOSggJCaHYorMdBHGnN3FH5y2S0QULFnTlrnDjxo2nTp1qV1JAQKCwsLC7gpKfn4/u0LGWh6K27Oxs0rMLtd3CNkaPHk16dmGJ8vLyffv2EeM+7KwTExPrbMXFP9awnUFUvqCggFgMpQUFBbG0oqKilZXVu3fv2pnqLL8zU+icRMFsVVUVlo8S6CuKkbsi7u1q2609paAmHb1KOb/3LQRdDBYuXIh5D6WpeI5QcK+UlFRKSkp9fT3K3LJli6mpabvaotsUFRUVrPmhG0oHBwdiAXQF+vz5c7fc6+joiKwVFRVh1rou7p1t+Mf6k36VlZW9desWlpOcnIzdoHe2gyDuNCTuGWUV3rnvu/iHCpPtv8a63YlrxFDoUUWfX79+5efnr6ysJK0GOzt7u4t/Z6baWUOBW3h4eGxs7PLly0kNhoSELFmyBEujVhgaGtrRIOl9N/qKgqn79+935rGu1JDUYLvyKE28s0EeQDcZf/31F4qbdHR0iKd6Z/kUTKHyx48fx9LHjh1DYdofDwHZ2nZxT//Y597Rq3/M72ULQejq6iIV09PTI/trxqt877CULv6hwqTbduZeUqqrq1Ek3s4hKLx9/fo18fJDXAwIFfj48WN3+9zR5qTWui7unW34x/qTfkV3isSuOXT/hN1EdraDIO40JO7RHwuM7qZ28Q8VJmsEhQAnT57EAqiuhI3Ozs42Nja9j9yxUEJGRgYFF+iunPTXlStXEldg8fPzIy6SixVAwT4KkNGtRmRkJDHfw8MDCSuxyXYrnu1okELkTqSkpMTa2prot87yKZjKzc3l4+P72QZKEKN+yoegY227sqcsLCzE3hLslp+VlfWPXqWQT5UWgsjLy0PF3r9/T/bX6MQnRtZnu/iHCpNu25l709LSlJSURo4ciV2ZmJmZ29UfXX2JXfMoQdpjSezi6HpTb2et6+Le2YZ/rD/pV3SVHTFixLc2UAK76Ha2gyDudNjn/v379670qBIvBqKioiiEIe1RvXz5cs+6AsTbwM4ZYuiHlIg0MERfUWY7g58+fZowYUJNTQ0x38fHZ/z48aTLVJL2RP+xhqQGiTEOsaOc7OgLVJiLi4tyPmVTqqqq6DKGLmB4PP6Px7ez2nZlT0VERIjPhH+1PeEUExOjbLYr+b1sIX2tJmTdiwJV1FTKy8ubm5srKio6tkkKkXvXd4E0ACcORXv16hWpdhPXyyZdKfuPG3ZW/3ZPAoj569evd3V1RTcx6IaS8g6CuNObuKNT0c3NDUXQXVcWdLaghkI6FgKpanR0NDr5UVshPnvs4kO8dr+i2wgjIyPSfGNjY6wbt91W6urqly5dIs0PCgoaPXr0gwcP2lnuYg2JBp8/fz527Ni4uDh02xsfH4/SGRkZWBkUNCUlJaEIqLS0dPfu3YqKipTzKZj61TYoCHl+xowZZAcFUT7uxNp2ZU+dnJwUFBSQRqBIDX2i9OHDhymb7WJ+b1pIX6sJWfeiq1RUVFRDQwO6XVBTU+vYJvfu3UvskkaHdd++fb0R9/379y9btqyoDWSWmC8vL3/w4EEUV+Xn569du7ZjNTrbsLP6o6ZFvBiQ2kH3x1OmTEHXcmLne2c7COJOP+KOgWJ21M7Q6deVHlUMFGjPnj2bNAfJFjaKWVJSkrSLvAfiLiUldefOHdJ89BUZ77hVYmKirKxsu/yIiAh0x0o6zLzrNSQa/NU29mbatGmsrKzok3Q4NrKsrKw8fPhwdC6hUwuFtJTzKZjCmDdv3vz58yk/q/hjbf+4pz9//kT6juJ3lI8+Dx061NTURNkshXxqtZB+UJOO7k1ISEBihw4HHx/f2bNnO9YfXf+srKzGt4ESxB4MyuLeziGkowMsLCxGjRqF4uWLFy8S89FFbu7cuZycnOjO1dfXt2M1Otuws/qjqIiXl7ejHXQsBNog9il1toMg7nQi7gAAwMlLf/IC4g4AAJy8IO7gfQAAQNxB3MH7AACAvIC4g7gDAADyAuIO4g4AAMgLvYo7AAAALJBNb+IOAAAAkOX/vdgcqmWgcSQAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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YS16F3cT979qyEhMSPHz9aFy4vL+fk5ARxB4BeISbp6bTlu+obfpJnPs9+J/3vjh6rg+xS4iK9KMEmqL5U7xCNb+4cdPRj4VOdvdqKd45JH218gvFx0jqXFKhuPBEckzJu6rpPhUU4/iLO4m5vby8mJlZYWNi6ZGlpqbW1tZycHIg7APQKV33ijSwpxz/fvv/K/ydwXcbLd42NTd1aB05RLexd0wXqB0bLGCQ9eEHLVmb7rvwz0+hl7ofAqPt9tPHvpr4UWbDZ2fsmeebh84FSStsX69jG3ckYJa1/8koYXYj7oP+nzczKykpS5rBhw5YvX56fnw/iDgC9wj4H70NnKVc4+V5UPmqKPpZm4iM8fv6m+yoQnfhkuORabNZjWNwjVgHV2OR0Wja84hO39cC1Pt34VTV16GZlEI8y+eWTU0ybmU8VNbtXSPJKQ/vwuFQ68tzxAsQdAHCkqem/gWykGg/SiC/+zFe1dnAOpShZW9eARAclSsoqieL+rBvFXcX42HL9w6SPP/vmvJcu3biIaVVW/bf2L7rUhdxICYp+UFperbPVEd9lc0DcAaAfwiWmPURY43X+FySgbALqo1pmYvDONgmOSaEoWd/wk2GSssHOcw/ScrgldKJvpXVfrZbpH2pvOuAAYbSMPrpVwtL/TF/PzEcgXYaNd1+86oPngpcg7gDQ3/hUWMQtuVZq8XZ0m+/seXP8NEMOMe3EB8/ZRTQpnqZiOF6NWKixf4PVxRFSei7+iVim5RH33Hdf8K0Yh4hmXsHXgXxoeGcbF3z6jhINPxsZeVWGk62os+OgC77Ly4C4A0B/Y+8J72nLd5laO4+Q0pVavINgcoxbQpeRh4B8+fYuBlzi2mKLzBZr25LiHKEcBU0bHGuVV1DYenWwgYbYQrOcvE8o8TL3A4eo1sSZ/wXO3ufgbX8+CMQdAIA2uORx87p/wiKNA9bHvW/dfz6fsBfJ+olLv8fZ6+oa2h0umGLALaGz+6iHofn5Xy0ri7Hwq/J3tCoAjTQ2Ns1YZSmywExJ22aAHyDZpebpWW+d3GPGTTNEl16Beaakr446BVsf9wJxBwCAkuqaOoZJygw8Kow8KtgChDW19Ux8hIBIWqcPWh7xkFLajhKDhTW4xLSR+49LxXLffWEX1pw406jDZQb6PXOViWsXmx9y4Z9rMmOFBfmiOudco/FdOwzEHQD6CR8+//hnhhH5PBnEEGENbD1FWkjNyJ2+wqKsoppVUB35leKLttC44eGzAcz8qsj9LyuvJr/YHHUKueh546pv/DL9Q3CAEEratgn3nu0/6XPobED2m4+xt/+bCXrdL6H1Wwgg7gAA/HqU/nrGSguKzIaGn7RHXv5RXM4lTnTYBeabPn3xlq+d10EbG5tkl5qTT7yxOOyuv+MMuh54BP8XTujWgxcsAmpMvMQ7Ce0tp+EA/WpZPiwy4XGbYb79Iu5pmZ0CcQcAgJLQmw/XdDksKjO/2ljZdZqbT38rKmtzlS6LQ+4jpfW4xHVYBdX0d5771TKnXkJxG/p1zc2nfMPvkkpe84032HlussJW9K1n8G04QAiNTSf9I+/p7zjXOqgeEn0k/SDuAABQcuZ61Aari100Mkd5DzYDsqKyZqi4dusCS3RtZZbs9Iu4a7jrPKuA6ghpPXGFLYOFNXLefNx12O3k5f9eoJdZutNs/5XSsqqa2no4OhjrzM/vd/Ces2Z360iw6EZHQRPPqLYg7gDQH/j2vZRNUH3N+qN4GWxsbGLiI7TOl11q/uTPEgXrd11YomvHzK96zZe4Zq/jtYgdB11IJYXlNyenZMKhIWfT3svS/27nFNNqvaiOR3ASA68Kh6jWRutLtD8DB3EHgH4Lco3FFbYOEdaUVNyGr2UWflWKl55+/mxiEVCrqq4lz9xgefFHS+hnZ6+bcgRrLDOv4Cu62HT3MmR9DvNDrlKLd6CWeZr5luKr2tr6W/eej5+2nktcG5dpRSDuANC3Waixf5SU/noLp+RHWfhaHjZZp6yimjwn+83HYe2/iOQfeW/SrN9v5QRFP5BQ3ApHh4L9J33EFm1h4lXJK2hj6dy6+gYWAVUmXlX3oFsg7gAw0FltdPSab3x3WB4/zfDLtxLynIR7zxa1Py6MrgRDxbWxMHj7HHx2H/WEo0PBEr1D3BJrGXhUPn750WYBdAc2SkYflwMK4g4AfQ+v0GRsVXSiXuja3byd3h2/IjBvI/YyFAlnr1jj3dSe2XKKaQ+XJEbfnjjTyPIInNSURCU+Qde/vSe8a9t5W3iUtJ6w3KZLnjdB3AFgIDJSSp8UCnXGSovUjNzu+BVJpW2Zr96T50gobtUyO021YrpIvPIKCocIaVAMzQO/Wl40Y+QlfP5aTOVuSXrx9taz4EHcAaD/09zczCaottPOFfsoON/0Dd7LN7Z52Uh7nsfCr4YtatgeP382coppnXeLwpYxAFrDLbG2vLKmvW/HTTWctcrq1JVwEHcAGHC8ePUOCejUZeYorWZygl1Eo7i0sjt+aKzsOuSAY9McEUcvBmubdfyi6aQZGyZMX7/nmBccqU7w+u2XnXYuR52CQdwBYACRm/9l0swNzPyqwvKbuCWJs1aE5DYx8KpQrCeDF57Bt2WW7PT483KpyILNZvuvdLjV2m2nJytsjb+TAcerc9ic9rU7EwDiDgADhTEyBmxCGuzCmqeuRJSWVSHnvbyyevy0dW2+aoQXutvPeIUkJz/MJC42yatSV98AB6K7OXwucP9JHxB3ABgQNDY2DRbSkFTaNkJKF8sRXrA5MiGNlV9d+t8d3fe7G/c4X/aO9Q5NXm149Ev7jwEBHDlxKdTqqEdvivugP5BnRkREyMrKcnBwyMvLZ2b+fvO4uLhYUVGRjY1NSUmppKQExB0A/oqSssrsNx+F5DYFRj9YstYOy1ysY4N8dhYBtW79afNDrqevRizVs9t50BUORM/geC2C9LScOhNmGKGrb3d57hTivmrVqrS0tKqqqpMnT0pKSmKZlpaWRkZGSOLRfysrKxB3AKCd+oafTLwEBh7libOMKPIDIu8n3Hverb9+4JSv3Rn/sVPXhcY+hGPRM1xwi9ly4GqHxapr6jhENakEHMdZ3EkgKefm5sbSIiIiOTk5KJGdnY3SIO4AQDs7D7oIy5k+zyn48q0XRkWOXwohGB8fLKQBB6LHuOITZ7L7UofF7M76j55iQKVAd4n7oUOHkJ+OpTk4OGpqiPM60X+UpiiZkZGBKuHk5AQHFQBaY2Hvvt32ei96kbLLzDdaO8OB6DFcAxINd12gXoZVUG3QJGVSdNyeE/dr165Nnz69oqKitbhzcnKC5w4AtKOz1dErJLkXhWaomPbh84FwIHoMdLh1t5+hXmbCtPVZ///ycE+I+9mzZyUkJH78+G9ZHBiWAYBOM3uN1YO0nN769YCo+8Mk1j7PfgcHoifbXGPTSeplBgupdxgCBWdxt7e3FxMTKyz8v9UsLSwsSA9ULS0tQdwBgEaam5uZ+Qg5eZ96qwLRt9KY+VVLyirhWPQYoTcfqhgfp1IAyToS9w7t4DAVknxCJEVmZSWxTxQVFSkoKLCysqL/SOJB3IGBQ1cizG0/eJ1gclxwvmkv1j/mVlq3viQFtCYq8cnKdfZUCnwqLJowfX03iju+gLgD/YDi0srtB12OOYVgH7Nff2DkJfxsWd8cg/qqW+SUllcx8RLYRTQXqu/vxT3yj7w3BKbK9CxxdzL+XXuQSoEXOQWSSh1H3QJxBwDccAlIHCyswcxPcPaMZeFXHTRJmU1Q/T2ZoDPyqmRk5Xdo51H66+u+CQvV9/X6Hn35WnzdLwGObE+S9ODFIqqRspMfZi2goW+AuAMAbsguMzc/7CahsJWRR0Vvu2Pu289zCdZsQuq1dcTBmZKySmZ+1fC4VOpGmpqaRkrpo8vAQo390KQDkHuPs+f/CUXbJvbnAifTEMIQxB0AcENkgRn2yihyvbGc2WusWFuc9wtu0Vpmp0bL6Iss2GxzypeKkXcfvrOLaIbFPYLo0gOT1IzcmassqRQ4cz1SecMxEHcA6CGam5s5RLUqq/4v/FB5RfVC9f0jpPSQ/46ccb45G8dNNZRZspOKnefZ72gZUQX6K+lZb2WXmlMpcOpKuPmhjhefAXEHAHzIePlupLRe63wFzf2jp+gb7DwXcuPhedeoh09fU/fL4u5kLNaxhfYcsGS+ek/96r7/pM/hcx2/VgbiDgCdp6mpubqmDku7Bd4Slt/UusyNpKc3k56SPr7/9H3iTCNq50JQkv6Oc9C2A5bbKZmcYtpUCpjtv3LBLQbEHQC6RdOHimmnZry2POoxduo60s0yLYvANPxsZBVQay92UsGn75v2Xob1dQcyOXmfqF/+125z9A69A+IOAN0i7oy8KoMmKQ+X1GXiJUQnpT198ZZ/3kbHq5G0bM41Weft+69tfjVlyQ5kWXfbGWjkAcuHzz8mzdpApcByg8PRt9JA3AEAT6SX7JRU3Pbq7edxU9clPXiBTkLpxTuNLJycPG5wS6wNjH5Ai5Gxsuvi2gkxSjA5HhyTAu08kCn8Xjruz+1gm8xV3kPLckMg7gBAK1XVtcz8hNFTDCQUt01fYZH/4etQMe11O8+PkTXYe8Kb9qDGq9cfDYt9RJF5O+XFu4/f5hOs76a+hKYeyPwoLh81RZ9KAeRGJKW8AHEHANzIzf8iJLcpKPrB1GXmq9cfqW/4ycijEh73iF1Yg11E87xbNI12thy4es6VsvCE6es377sismDzq95bJgygB8oqqodN1qF25zd13eu3n0HcAQA3bqdkLlDf9+zlu2GT105ZQgxLzcKvduN2+uGzgQY7z715V0ijHQfnsF2H3Ugfn77I459nwsRLsLB3R04ZLME4wKmuqUO+ApUCyK9H3j2IOwDghk/YHe0tp8srq5n4VUNuEGOKrjK0z37z4W/tWB5x55ltTPp483b6KBkDOYK1+qaT6GoB7TzAQXeErK3inutscayrb8DSSPqrqmtB3AEAN4x3X1I3dUAJdO7lf/jWaTuPn72RIFsbJDY5/d+1B5MeZPLMMWYRUIV2HuA0Nzcz8KiQ59TU1g/iUS6vqMY+MvKqtDeVFsQdADqD6kaH7Qddum4HnatDhDVIS8cERN1H14y3778y86mq0LBmCNDvYeIjkK8s9DL3AzO/6qfCIpSurWugJVIHiDsAdMCXr8XL9Q83NjYeOhsgpbS9wzUdaWSomPadR1lY+qpP/AariyjBN8ekw+CZwECATVCdNAjzqyV8B6eoFpL4Xy0xA0ZI6YK4A0BXyXr9HrlRgyYpc4nrcIhq4RVNdLnBYeMWQZ+52nLSTCPs+Wp65tvPX4uhzQFOsf9bgW7T3svDJdc+fEpcavTjl6J/ZhiBuANAV8l89V5cYWvywyxGXgIjr0p5ZTUuZs9cjxKSI8bPE5hnOkRYA90WQFMDJCgmTa0zP488AOzFt9z8L20uYQTiDgB/x6N04iKOVdW1apscZJbsII+Z1xVS0l7NXmOFEv9MX4/uDM5cj4SmBkiMltH/XvTfZEdTa2fZpeZBMcT3n5+9fIdNwwVxB4AucevBCwWqMc86R/abj2ILzZqbm1n4VTlFtRwuh0FTAyQmTF9PPkCnufnUQo39WLxD5BbMUd7dveI+6A+0Z1Lkg7gDdAspknVkwuNVhkdwt//lW8m4qeuQdzZqiv5oGYODjv7Q5gAJntnG5KF3/117kGB83PFaBEon3n9Oo7fRVc+9Tb1uLe7guQN9BeQxuQUmjZDS5RDVGi6pa2p9WcvsFO6/gs2GvJv6UmCeaXjco/YWiQQGJoLzTfMK/nvhecZKC4Od53YdJopkyM2HK9fZg7gDwN+x+6in5OJtwyR0hoho6m07I7V4u7LRUSNLp+74LVYBtXOuUeg0hmYHKBBbaJaT9+nr91JWQbUNVheF5DapmhwfLKTOJqg+YZrhCroSd25u7hEjRhAIhI8fP1IUzsjIQJVwcnKCIwr0Olzi2iOk9Lgm60xWIL5BevhcILoj3mZzrTt+a4yMgc1pv512EJcDoERSaVvmq/dI3NlFNFesOzxSWu9HcbnOVkfVjSd4ZxvLLjOnF3HH+Pbtm7m5uYKCAnjuAH2CDZWg/8x8qia7L6EcF//Eact3WR/36o6fE5bftMbo6BXvOGh5gALZpebpWW8/FRaNnbaeGBaGRwWbpvU08+24qetonDjbc+KOKC8v5+TkBHEH6JP7T3JEF5qhBJL4vSe8f7Us6SUwb6P9+aDu+Dl2YQ0GHpVLnjeh5QEKZq6yTM3Iffv+K+p+V3ziSB5A4ffSwcIaHsFJ9CXupaWl1tbWcnJyIO4AfbLG6Ji4wpZfLa+QHHMK/tUyDxIJPUxCB3oYLNZS9puP4ou2kOc3NRHXFLt1/wUtRnCYCkk+x5FK5rBhw5YvX56fnw/iDtAn7CKayS3rvUxbvss34i5KlJVXIUfJ+pgXNA7QkyxQ35f8MCsjK19m6U6Kr5h4CSk0xNj7BS8xAQBGdu575LC3zj9yISgy4TG0D9CTKGnbJtx7lpqRO3OVJcVX7z//aGpqAnEHgI6xtHdnEVBDd7t8c02gNQB6YKme3c3b6XdTX8qp7u20ERB3YKBz0NFvmZ6dS0DiqasR0BoAPbDK8Ai6X0TOO3LhQdwBoJPsc/DupvkwANA5CCbHQ248jL6VtsLgMIg7AHSSzfuuOLnfgHYA6AeNTScDou4jfUcqD+IOAH/NFe+4E86hOlsdvUPvQGsA9MMC9X2TFbeaH3LtyrpGIO7AwEXT7BQzH0FR2ybmVhq0BkA/rLdwGiGtu1TvkMHOcyDuAPDXLNWzGyGlJ7vM/AFtE4cBoMfYc8xTxfg4tgwGiDsA0Eplde0SXbuh4tozVlrwzjbOfvMR2gSgK45cCFqsY7u1C4vWgbgDA46KyhquyTpDxXX4527UMjvFwq+KxZUHAPrhglvMPJU9FvadF0YQd2DAUfi9FPnszc3NKG1keWGomDZekVEBADdJDEqSXWq+z8EbxB0AaCXz1XsJxW1YWmeL47Tlu6BNAHoj9OZDsUVmdmcCOm0BxB0YcFBEoWxqaoY2AeiNhHvP+OaYHL8UAuIOALTiE3ZHe8tpaAeAnnmU/nq4pO7OQ50P1AXiDgw4zlyP3G57HdoBoGey33wcLKTu4BwG4g4AtLJYx1ZnqyO0A0DP5BV8ZeBVKa+sBnEHAFoRW7glMOo+tANAzxSVVGzad7krFkDcgYHFi1cFTHyEhgaY+wj0c0DcgQGEsdXFUVP0V6+3h6YAQNxB3IH+wzwVa9ll5uFxqdAUAIg7iDvQf5i+wiI1IxfaAQBxp8agP3SYWVxcrKioyMbGpqSkVFJSAuIO9BZjZAwKv5dCOwAg7h1DoeNtZlpaWhoZGSGJR/+trKxA3IEepr7hp1/E3Xup2awCatiSMgAA4o6DuIuIiOTkENfLzs7ORmkQd6AnsTsTwDBJmZFHhZlfdYiwBjQIAOKOm7hzcHDU1NSgBPqP0hSFMzIyUCWcnJzgYABdJP7uc/S/vKKa5J4Hx6Qw8RFOXA4v/F7Gwq+qpG0DrQSAuHeLuHNycoLnDnQH+jvPMvKqiC3awsRLSPkTWen4pVCNzSex9AgpXZ0t8GIqAOKOn7jDsAzQA8gu3blxj7PQfNOJMzck3n+OZY6banj6agSW5pltvMEKbhABEHf8xN3CwoL0QNXS0hLEHcAL3/C7cbczlhscnrHKioVf9VtR2S9i/A2nqz7xKHHONZpTVKu84vfqHP+uPYgceWg0AMS9Y1knh0pmUVGRgoICKysr+o8kHsQdwAuxhWaiC8w4RLXGyhhY2LthmXZn/be3RJ5E0q9ifBxaCQBx74znjhcg7sDfUlpejbx1VgH1o07B5Pk7DrqIyG9GibMuUdu6EF8YAEDcQdyBXiD2drrg/I2SStsopq6npL2atZr4OsU+B+/D5wKhoQAQdxB3oM9gsufSGFkDve1nWn/1+WvxuKnrUMJ498UrPnHQVgCIO4g70GcQX7RFZql56M2Hrb9CjvxgIfXaugblDcfaLAAAIO4g7gA9UlVdO1hIA/1vrwCbkBqHmBYLn6pnSDI0F9BfKaisKmz/LABxB/oeXiHJ46cZUilwyfPmjJW7LrhFf2+ZHAkAfYivNbX3Cr/55xeYP0pTT7onHxU3I+LmRL/gkd4BI70CuT0DmF28Gf78KdyIB3EH+g9Ccps27b0M7QD0LZp//Sqtr/d88/bY86zNDx7/ezNpSmg0n3/oBN9gDnc/NlcfJldvRhevQde9GK57Mbl4D3b3GerhN8o7aJxP8NTwGMWYhH9jb61OSLry6nXsp89Pi0p+NlFbBQ/EHeh78M0xycjKh3YA6IeGpqanxSXXc/KsHj/VQO52TOzk4Mh/fEOGewcggWZx9WG87j2I+OeF5JvZ1WeIm+8Iz0D+gFCpkKg5kTfX3X14IC3D801+wqcveFUJxB3oY7zO/zxYSANW7gV6Urgffvt++dVr80dphMTk2RE3RILCx3oHIdVmc/NhcvFBjnaLu+3N7OKNHHAuD/+xvkFCgRGzIm6uiE3Sun3vSEZW5IdPBRUVRXV1PVZtEHegz9DU1NzQ8NNs/9XZa6ygNQC8yCwp83jzdvfjdK3bdxdEx0uERE70C+H2Chji7sdMHCchetwMyN128R7s5jvMM2CcT5BIYARyt1UT75qnpl3Kzk35+r22qYne9gvEHegzOHveHDRJmZFXxdk7FloD6JD6xsbHP4pcXr2xfJSuceuufHScREgUEu7h3ki4fZldkcftjQ1wIwVndfXhdPcf4xMkGBA2M+Lm6vikrSlpF1++uv/1W21jY1/cfRB3oM9w/FLITjvX2roGaAqgprHx3tfvF7JfbU15vCb+DvKjhYPCx3oFD/UIYHXzQWL9Z6jEC3nfyOPm8vAf5xMsFBAxI+LGyvjkzQ9SHbNeJnz+UlZf31+bCMS9//Pw6SuBeRv7wY4IzDN1uAzLOg4I3paV++Xl73vyTDOJ6HGLB0dO8A3m9vQf/NvjJgo3IxJuF58h7j7cngHj/ULEgiLnRsYSEpN3Pkq78ir34bfv9fQ3VALiDuDG9oMuogvM2ATVHj9/09f35Z/pRulZb+GY9gM+19QEv/tgk/ZcJ/mefEy8eHDUeJ9gLk9/4nRAF+9BLt6YdrO4+XB6+I31DhIKDJ8VcUM54faOR0+cc16nfitqGNjCDeIO/OKfu3HSzA18c0z2HPPs27fhtfVDhDUaG+GU7htklpReefXa7OGTpbGJU0KiJvqGcHn6tQyY/B7pxoa5hxJHS4JEgsLnRsYhJ33vk2f++QUFlZXQgCDuQAfwzjbO//B1q821c67RfXQXlHRsRRZsvuAeM376ejig9MOXmhrfvHyL1PTV8cmyYTE8fmHcXgGD3fyYXIgj3cTB7us+Q9x9R3gF8PqFyoZFr0pINk996pr7NrsEXhsGcQe6RlNTM6uAWsPPxgOnfO3OBPTFXfj5s5FNUH3iTCPxRVtXGByGY9rDPPr24+SLlwZ3UuSj40WCw0d7B7F7+DIRH1diIyfebG6+3J4BPH6hU8NurEm4bZn61C/v3aeqKmg6EHcQd5y5nfKCFLziw+cfE1q83dNXI3baufaVXQiLe+TgHIalb9x+KjDP1NbRj5lP9eHTV3B8u4P88orLObkb7qYsiI4XDgob5R04xM0XezcHiTiLiw+Hh/8Yn2DRkIhFN+LW30s5n5WT/qMY2g3EHcS9R9EyO02aG3PVJ55rsjZKuPgnGu660CfqX1FZs0zPjpGPIKG4dd9xT3Tn8a+OXdbrD8cvhcDB7QqN6ML/5evB9OeExDuyYTH/+AZzeviRZp4wuXqzu/uO8QmaHBTx781bW1KeeOW9/VxTA+0G4g7iTi+wCanzt4h7bV3D3hNeOw+6oHTIjYediCbqGnArPfO/JVzq6n/2QP0X69iyCapbn/Dmn2vCwKsycaYRHNO/oqiuDumyWUqqYkyiaFD4KO8gohvu6oWtasLi6jvMw5/HL2RmxA2tpHsOz1+CDw7iDuJO15SUVr7/9ONHcTmXuPYYGQOUc941moFHBRvfuPXghYLmAdqtbd57VXzRFiY+wlab61hOdU0dslZZVdvdO7JM/9CkWUblFUSfsfB7SX3DTzi4bfKhsvL6q9dG9x/KRcfxBxIfZrK6+jK4/J6IMtjNd5RXkFhQpNKNxC0pj73y3n0HNxzEnUZxH/QH8szi4mJFRUU2NjYlJaWSkhKKkhSFQdxxRGPTyVFT9P/VPSgsvwl7iOp4LUJz88mSMuKssqeZb2WX7mzxvht+/uz4XeoxMvrC8puRzprsvoTl5BUUDhZUT7z/vBvHDRqb1u08N2yyzruP3+CAknhRUuqYmb02+f6syJu8fiHDPJGI+2ALwzK7erN7+I3xDZYMiVwem2T9OCPu8xeYAA7g47lT6LWlpaWRkRGSePTfysqqzTIg7jRSXlE9adaGlDSaniJu2X+VQ1SLU1TrklfscMm1r/I+rd3qSIogeu9xNgu/KkpMWbJTdaMDdVOxt9M5RDVRIu7OM6nF21BCf/tZgsmJEZK6DJNU5qzZ0x07W1ZR/c/MDYOF1MfKGgzAY42ut0lfvtqmv1BOSJ4SFjXeJ4jd3Q+blEKcU+jiPdTDf4JfsExYjGriXbv0F/e+wvUP6FlxFxERycnJQYns7GyUBnHvCqbWzuzCmoOFNEQXmDW05W7ff5JDSq8xOkqKFyq20AwpOBJK18BbWE5zc/PYqYajZQ2Y+Qg6W09T/91Zqy3VNhEvAG/eFaJLAtpWTm3fUDFt7a2O7kFJC9T3d8fOPkx/PVrGICL+cf8+pjWNjZEfPlqmpi+Puy0REjXGJxC53kx/4jMglxw55jz+oTMjbugn3z+XlQNTwgF6EXcODo6alqE99B+lSWW4ublHjBhBIBA+fvxIYSEjIwNVwsnJCQ4GBRNnGp28HLH3uBe7iMY1P8pgWgTjY4y8hK8/fp/8U5bsIL2af841eoiwhtjCLf933V2wWXj+pqV6h+YTrKn8aGV1LaeY1vPsAuyjwLyN6CZgyr87R0rrq2488e1HGapMUzfc+Ns6+uttP9tvjt23mlrPN2833X+0ICZBKDB8uGcAm6sv4++36r0Hu/qM8AoUCoxYEB1vej/VLTfvCwyIA31I3Dk5Of+vu3/7Zm5urqCgAJ47LVRWEWNAV7ZEv7U+7m15hLJ9Zqy05Jtjomb6e4wFCf37Tz+oGKyoqkU+eF5BIauA2rTluxraGXm/6hM/QkqX9HGy4jZFbdvBwuplFdXYHcBIab115udx39/Za6xM9lzqc4cpt6zcKfu1wZ2UuZGx/AFh3J7+pAFxppanmiO9AkWJkwsTd6SkBeYXlDfAkpZAPxqWIVFeXk6h+CDu7eHsFSuptA1LO1wOHd0yAQbjy7dipOxIo/cc89p12A27EgwR1qTR8hhZA0ZelZKyymMXQ1pLfGD0AzWyQfnQmw+HCGlwieuQci553Zyx0gL3/V1leCQiPpVuD0dGUcnJzCzN23enRdzAZoiztCwqi/5YXIiLW03wDZ4SFq2ckGzz9EXS5y+N0IOBfibuFhYWpAeqlpaW5F+VlpZaW1vLycmBuNPCjoMuSO+w9Ou3n4XkNpG+evj01VBx7bnKezyCk3S3n0E5OXmfRBZspt1H5hLXvpv6koFH+cOXIopvndxvbN53hcrm6KpAvKVof07kuw/fJs7c8OTF3y1CiS4YqRm5vdvm9Y2NNz992ZuWsSr+tnRo9HifEE5iLB6fQcTXfLyZXb3Rxwl+wdPCYzRv3T3xLDOtCGaIA/1R3Af9P1hmUVGRgoICKysr+o8knrzksGHDli9fnp+fD+JOC2b7r5z/s9RXTW39YCF10lfxd58patlgCSVtW5RIuPc7hxaQNYLJcVtHv6HiOkkPXlB8a3Pa96CjP3ULwyTWvnhV0N630YlpXJN1DHf93dDNpFkb3n/63jNtm1de7pz9yvDOg7lRN/kDwogD4m4tA+IuxBnibG4+w70C+APC50bFrbvz4EL2q1fl5dAhgQHnueMFiDsFyw0ORyU+IX0cNUX/e9FviUEOO/bs8UVOATZ0c+pKuKrJX7yA+q/OQUZelbFT1528Ek7xlam18yXPm9Q3l11q/jSz3XXVV66zn7N6N7o4/dX+sgmq19XjOR6N3PD4z18OPM1QTrgjExb9j1/IUA9/Fldv7DUfJlevIe4+Y3yCJUKilsYm7kpNC8x/34+D8gAg7iDudAHyx4dN1nn87L9hin9mrA+MuY+lj10M2X2UuDj7+08/sAnpykZHkaTSbv/Vm09ewclL9Oxmrf79LoKzdyx2E7BE184/4n6H1UP3Cu19O2eNlan1JVQfn/A7YXGPaKkP2hEWAbXOtVVWScnZl6/0bz+YExHLh9xwL8wNx962J4ai5/YM4PMPmx15UzvprkPmyyc/iqCDASDuIO49zZHzQScuhTDzqSKX/Nv3UlL+KsMjXOLaWFpr88kjF4J+tbzSyT1ZZ9pyC9EFZlTUtj0i4lNJl4TdxzxHSusRbxGk9a77J1DfUHPzKf/Ie+19K75oS1D0A4F5G3lnGwvOM+2wGmgvfMPvzlxlSa3Mr1+3vnw9kPZsTXzyFOJoeDCnuz82Gs7QMi+F3d1vnM/vFzUtHj8Nfve+BNxwAMQdxJ1OePOukJFXdYiwhsySHRRf/fzZyCmus97SyTfiDguf6jmX38Px+xy8x8oaMPCofPn61w/3nme/I03I2WnnysKvWlvXwCGq1eECMpv2Xr7ocaPNr5qbm1H9c/M/swgQBgupM/ISyiurqVvjmb1h0CTltdscf3vipaXHn79UTUyeEhYzzjcYe1GTfOlw5J7PjYzVv5Ny4eWr7FIYDQcAEHf6ZqH6PgYe5bnKe5DYTV1m3rrAtBW7kG4iEWz9FhK2gMzfgmSXU1QLS6ttdGAVVEe/Pm7qug433H/S59DZAApNxxLpmW/Jn/3yzTF5+/5rm0Z+1NQ6v8iZftmX7cil8Z5BXMQBcR9SuPqhxJULw+ZGxBrdfXj91ZsvNbVwrgIAiHufRNvs9Ann0B/F5Y+fvWk9iQXD8oj7PIK19XEvvH6UkVclr6AQJcZPX7/d9vpwKd35qns73Gr3MU/SAsKPMl7PUd7NKaZ92Zu4jk3IzZR5Kv8tPiOnujf5YVbS5y97HqcvuZkoGhQxyitwsJsv4/WWUD5XPRkuuw06e106LJKQmHz0WWbGjxI4JwEAxL1foaB5oMM1Fy+4xQwV1z5w0hevH522fFdqRu69x9kcolroukLjVtd84tE9hPjCLdbHva1PeI+RMUD+vn/kPZeIOxIWpyTOuc+OvDnJL5TT3R8LBMHg4s3q5jPCM0AkOGJJbKJFappNZNIwaR1WQbX7j7MXauyH8xAAQNz7LSILNufkfaJeJjzuEQu/Ku0q3CHqpg5+EfesjnrMVt79VxvOMrYfsfnwUNvzzA7OQ118mK95YjqOnHHW617jvYNkw4hv+kjuPbtip2PrzV0DbkkobTt9NRzOQAAAce+3ZL4qGCu7jl1Es8MnmaE3H7IJquP407sOu+057rXPwZtiDJ1EZf3PwPwCs5RU+Zh4/oAwLg9/5pap4gwuxNfuGS+6MZ66Oj8idvYlH/Vz3mKK217mfiDf/Mj5INWNJ1qbdXAOwxZOAAAAxL1fkfYib6H6/tdvv0yYbjRYSJ2Fn8DEq0J6LNkeTU3NpeV4xpU3snCasmSH7vYzHsFJd798s3masSo+STI0aoxP0BB3H6b/C+sTIBESuSbh9uH0F2kt7x43NjYx86tiD2Ave8ea7L44RFijuqaO3P79Jzmz11i1/t3N+65ccIuB0w8AQNz7FXJq+7gma7Pwq0UlPJkwff068/PiClvm/uXASKd5V1l1Puf12uT708JjxngFMVx2Z2gZVCHONXT1Ge4ZIBgYvigm3izlSUD++8p6aktgocvSmWuR2C3FkrV2I6T0KAoUlVSQT54hIb5oCymQCAAAIO79BG4JnTVGx8bIGqw2OoLN7561ylLd9AS+v1LV0Bic/37rwydIqZFeD/cirkbL8Gc1Wg53/3/8QmZE3mTYfpRBzSK4nfk5Hd1/vMGC9rkH3RoipDF++vrWZdgE1b+3ekggOM+0E29dAQAA4k6/JNx/PrLFwzW1vrxYx8bW0e9XyzzxpqbmTtt8Xlxy5FmWSkKyVGjUGO9gdndfppbwbIwuXkPcfUd7B0sER66MS7Z5+vxuIWV4tq78Loma2vpJs4wcW7x4CoTkNuXmf6HI5JltXNBTy4QBAIg7iHtPcPpqhJwa8S2k867RXJO1d9i50L5teUODz9sC0/upcjFxfAHhwzwDmJEzTpxr6MXi4j3Mg7iWoXx07KYHqT55+XQSF2Ku8h7ycIAYHKJaVdXwXhIAgLj3I0x2XzpznejhRiU+YRVUyyto4wXO+sbGqI+frFKfLo29JR4cOZr4ePP3mrRMyBl38xvjFSgVErUm4bZ9euazYrp+8Ud5wzFScFeM2roGfOf8AAAA4t77DBXTvupDDIgam5zBIakT/eGT5eP0pbGJYkGRI70D2dx8WiJtEqcbDnbzHeEdJBIUrngjYdujJyEFH2oa+16En417nC97x8YkPb3sE4vlfCos+meGEZx7AADi3ucpqa/3zXu3LSVN8LI3o4PzKK/AIW7YRENvRhcvNiTiXi1zVKLjtqQ89s3LL6nvP5E29XacHTVFX1jeVEppO5bz7OU76X93wLkHACDu9E5Y7KPiUuLSXQWVlZdf5a6/mzIvKo7XP3SYZ8DvCSrE4RRiiB+GCy5DndyUbtzamvLYL+/dQFiW1jXglqTS9iEimlKLf4v7OdfoCW3NqwEAAMS9N6lvbEz49OXg0xfqiXemhd8Y6eo76KIrw9Xf798zuRLXFh/jHSQZErUqLmn/k2dez17vOuoxZoo+A4/yuGmGA7CTNfxsZOQh8M42xj66+CUobzgK5x4AgLj3Ao2/ft0r/H782UudpPuzI24iN5zJ2b1FwT1bVsLyYnXx4XDzZTx7jeHQeV5HFxb9fbff/14ZxiP4tqIOMZRSRWUN+qix6SSS9aHiOndSX+Iy77AvUvithPQ20/FLIVZHPeDcAwAQ927kc3W16+s3JvcfLoiOFyK+6RMw2O13dAgGYsB7Hw53v7E+QUK+oUx7T4/d7ci8fGvmO6KIb7e9zsKvyimqdfN2elV17fhphoOFNIZNXvvkxZtpy3cNl1w7Slo/7UUeq6AaIy/BMzQZuhqrgNrrt59RYqvNtXN/Yn8DAEB34j7oD+SZxcXFioqKbGxsSkpKJSUlVDJ7UtyrGhpj3n/Yn/ZMOaElSJtvyFAPPxZshjjxtXsv1uve2EDKioQkq8fpIQUfKEbDF+vYzlUmLlM+n7CXS1yHhSjZKtOWm8cmp2MF0p6/2X3EQ2zRVv3t55j5VEvLq5boHlQ1dWAX1YxJTBuwDjs5AvNMsbDaKsbHgmNSoEEAgK49dwpxt7S0NDIyQmqO/ltZWVHJxF3cP1ZWeuXlmz9KWxmXhBR8ol8w8Xnm75mFxHc1WV19Wa54Dr7oLu4bujAwcpVLsMFpb2YBNWZ+VSZewnBJ3fYs//zZiLzyR+mvUdr6uKew/OaTV8Li7rTx9rx7UNJSPTsh+U0oHRTzgJVfTeJPHDtAUcsm4d4z1JgcolqewbehQQCgL4m7iIhITg7xdcTs7GyUppLZCXFvaGpK+lx4NCNz7e3786NiBQPDRxLnFPoyuXgz/AmUPNjdd4RnIH9A6KyIm2qJd3beeXj2zhO3sLusguqMPCoMPCroP/KskaCj9NDJ2uYHXdKz8g+dCyTNvE5+mPnu47e3778iucc87ryCwtEy+rS0xr3H2dwSa/W2n8U+/jNjPXlYogGOzlZH79A7Bx39RkjpYivSAADQZ8Sdg4Ojpob4FBH9R2kqmSQyMjJQJZycnNq0P+uCJ8NFt0GX3QddIz7JHHTdk/hU09md4ZwL4wlnZtszLNuOsGruZptnxCaoxsKvysxHQG44I68y0u5Bk5QH8RAT6G+usnVQzP3c/C/fvpcevRB86koEkuwxMgbpLQMFSMQHC6nX1hFnl0+aZWRk6XTrwYvBwupr1h+tqq6drLh1qa4dLa1RWl7FIaKlZXaKNJgzc6UldDIM80OuS3QPyi7b6XApFFoDAPqwuHNyclLJpNFzNwu4wXvUWfKQ8/w95xcbHJVT3btIY7+W2Wl1UwcVk+PKG44jf9DY6uIOO1ebk74nnMMue8f5Rd6LvZOem19YVf17bfGa2vrS8mrqOzJhhtFc5T2uAQnIYUeyjpx6BU0bVgH1VeuPov+KWjY0NsirvE+F334/V/j6o+zrj1LoZBg2p3wZeQnDJHTSM/OhNQAAhmV6CAVtm1HS+sz8qix8BOS5SyltP3gmQGvzaXZhzQ27nb4VlUFf6SKWR9ynLjeHdgCAPinuFhYWpGenlpaWVDLpTdwR6Zlv5yjvliPshW4BAMDAFfdB/w+WWVRUpKCgwMrKiv4XtwRjay+TDsUdAAAAxB1nQNwBAAD6obhfvXrVnSpOTk7ueAB2wA7YATsDwU5gYCBdiHunr0JgB+yAHbADdmiH7sT92bNnYAfsgB2wA3a6aIfuxB0AAADoOiDuAAAAIO7dRlJS0rhx42RkZLKysuTk5NjZ2eXl5fPz88EOHdqht52i7NOD8OnVYGeg2fn48aOCggInJyfqjV3ph3Rih17EferUqT4+PkFBQSNHjrS1ta2oqLCxsVmxYgXYoUM79LZTbGxsenp6y5Ytk5CQ4OLianORarADdjq8KqioqJibm5eXl1tbW3eiH9KdHToR9yFDhtTU1NTW1qIdQzuDcsrKyri5ucEOHdqht53y9PScM2fOhw8fuujBgZ2BaYe04fDhw79//44SpaWlneiHdGeHTsRdWlo6Ly+PfMcKCgoEBQXBDh3aobedQjx+/BjdB6SkpHTx9hzsDEA7pA2R+9+VQR66s0Mn4h4aGmpgYECeY2Ji4u3tDXbo0A697RRGYWHhwoULPTw8ujj2CnYGmp3Wy6t0WpTpy84vAOgv1NXVGRoadv3BGtgZmHb6GXTdHJWVlWCnr9iBxgE7YIeu7NCLuD9//lxSUpKbm3vDhg0VFRWdvhMBOz1gBxoH7IAd+rdDL+I+b96806dPFxcX29nZTZ8+/cePH53bH7DTA3agccAO2KF/O/Qi7uzs7NXVvyPkXbt2TUJCorCwsBP7A3Z6wA40DtgBO/Rvh17EXUZG5unTp6SPZ8+eFRcX78T+gJ0esAONA3bADv3boRdxDw8PX7VqFXmOvb19J/YH7PSAHWgcsAN26N8OTB4CAADoh4C4AwAAgLh3G8XFxZaWliIiIpycnBwcHChhZWVVUlICdujQDjQO2AE79G+HXsRdQUHByMgoOzu7pgWUQB+VlJTADh3agcYBO2CH/u3Qi7izsrKi6xXF5YuNjQ3s0KEdaBywA3bo3w59ee45OTnYxQol0EdFRUWwQ4d2oHHADtihfzv0Iu5FRUUWFhYiIiIcLaCEpaUlxeUL7NCJHWgcsAN26N8OzJYBAADoh8CqkGAHVoUEO2CnH9qBVSHBDqwKCXbADqwK2W3AAm99yA40DtgBO/RvB1aFBDuwKiTYATuwKmS3AQu89SE70DhgB+zQvx1YFRLswKqQYAfswKqQAAAAQF+AXsR98uTJNjY2L168ADv0bwcaB+yAHfq3Qy/inpqaamFhwc/PLyIisnfv3vT0dLBDt3agccAO2KF/O3Q3LJOWlrZnzx5hYWEBAQErK6vHjx+DHbq1A40DdsAO3dqh3zH3Z8+e7d+/X1xcHOzQvx1oHLADdujNzoB4oIrXG8DAAAQ6DxyvPgpdi3svvrnb9ZpQ8PHjRwUFBU5OTjk5ufz8/L/dfNiwYaampk+ePOliNSIiIkaNGiUjI5OZmSkvLz9kyJCpU6eiu7+/MoJXpJhuaup+03lIG6IDNG3aNHZ29lmzZnXiORtenaesrGzv3r1iYmLouA8fPnzevHnh4eGdsINX/+mm49VpO0lJSePGjUMnV1ZWFjrN0fFCp1gnTnbc+k8/E3e83txlY2PT09NbtmyZhIQEFxfXoD90ehdUVFTMzc3Ly8utra1XrFjRCTtHjhwRFBSUlpY+d+5cJ9b/xEAnUnQL6OS8ePFidXX1+fPnkb7/lRG8IsXQm7jTW+dhYGBoampCCSkpKScnJ+xgoYr1VudBe4QqgKpx4cIFJMchISFCQkKoYn9rB6/+g9fxwqv/oPPIx8cnKCho5MiRtra26HpjY2PTiZMdN/GhHx1vk7+1g9ebu56ennPmzPnw4QNezhcS0+/fv6NEaWkp8jU6Z6e5uRl5B2vXrkUWNDU14+Pj/9YOKytrfX19XV0dMojOK5SDmgv5739rBJ9IMTgd9P7aeSZOnIi528i9xSpWVVU1ePDg3uo86KdJ1UBVQglUPR4enk50Qlz6D26v6ePUf9B5hM6p2tpatC1y47B7nU6c7LiJDz076b345i7i8ePH6FKckpKCi7ijK3BX9otiE3SFQB6TrKzs39oRFRW90QK62Dg7O6O+iPz3v7WDW6QYnA56f+08Z86cQa4xcpAtLCxIt1nIoeutzoO8Y8xzR//RTQDKQTcW6Paic5571/sPbq/p49R/UJvk5eWRb1tQUIBumHpNfPqZuOP15i4GcgQWLlzo4eHRFXFv7Qjg1f86ATbmjnrhixcv5OXlkS+GzpC/nWKFW6QYOhN3eus8CHSPj5w45P2hdkYX5j179iBnsLc6D+ozM2fOpHhO0wnjePUf3F7Tx6n/hIaGGhgYkOeYmJh4e3v3mvj8AqhSV1dnaGiI1+kBQOcBgJ7pP9DtAAAA+iH0Iu54zY4COz1jp/vu/TthBw5WX+880H+6ww69iDtes6PATs/YoauTEw5WX+880H+6ww69iDtes6PATg/YobcpjHCw+pYd6D891M505bl3fXYU2OkBO/Q2ywUOVt+yA/2nh9qZTsQdr9lRYKcH7NDbyQkHq2/Zgf7TQ+38CwAAAOh3QCQmsAM7BXbADkRi6jYgqEofsgONA3bADv3bgUhMYAciMYEdsNMP7UAkJrADkZjADtjph3bggWovAMFioJEB6D/dTX8L1oFX0BkSXYyghFewGFwiKOHSwr9wfD0ap0hDdNvIXew8eB0yvPYLr0hD/bX/wPID3duP8Qo6g1cEJbyCxeASQekXTkFe8Ho9Gq9IQ/TWyHh1HrxOCrz2C69IQ/21/8DyA+12WbzeSP6FR9AZvCIo4RUsBpcISr9wCvKC1+vReEUaordGxjH8Fl6v1+OyX3hFGurH/QeWH6DVH+nFiEV4RVDCK1gMLhGUMLoe5AWv16PxijREb43cTeG3Om0Hr/3CK9JQf+0/sPxAj4o7LncSXTGOV7AYXCIokehikBe8Xo/+hVOkIXpr5G4Nv9WL+4VXpKH+2n9g+QGALoAgQQDQv4Fzuxegt1lWdFUfaBw4KaA+/Urc6S3IC171obdZVnjVB5dG7r7K9I/6wEnR10+KztnBa8ppf4vEhFf74lUfeptlhVd9cGnk7qtM/6gPnBR9/aTonB28ppz2t0hM9Bachd5mWeFSH7waGa/G6a/1gZOib9UHr3bGa8ppf4vERG/BWehtlhUu9cGrkfFqnP5aHzgp+lZ98GpnvKac9rdITPQWnIXeZlnhUh+8Ghmvxumv9YGTom/VB692xmvKKcyWAQAA6IeAuAMAAIC4AwAAACDuAAAAAIg7AAAAAOIOAAAA9EtxHwQAANBtgLj3prjD9RkAAJAXEHcAAAAQd2h9AABA3EHcofUBAABxB3GH1gcAOK3ot3og7n3+MJOejHNyciooKGRnZ1PkUzw6R4lZs2a1V42YmJgpU6YMHjxYUlIyICCgvXqSW7t69Sr5Vzdu3KAoLyQkJCws3GadR44cuWLFitzc3NY/9PLlS3Fx8Vu3blH8dHs1bNMgIjo6WkJCgpWVFf1HaVJ+YWGhnp7euHHjuLi4FBUVExISqOe3aery5csaGhqtD4q6ujpqFiqHoL3a0rKnVI5Fe61KPb+LPQT1usjISFKB8PDwTixt2CbUm7c7TisqzYvX2d2hQYoCuFcAxL0viTuWKC8vt7e3nzZtWod9a8mSJf7+/q0tPHv2bMyYMWFhYchUZmYm6byiLijTp09vbGwkfbVo0SLy8g8ePBBrISUlpfXmRUVFBw4cmDNnDkX+/fv30SUhNTWV4nc7rCGFQVR+9OjRSHpQ+aioKJR+/vw59tXixYt37dr19etX9FV8fDxSKOr5bZqqra0dP378u3fvyCuJPk6YMAFbz5r6IaOo7V/taZvHgnqrtpffxR7y6NGjmTNnkgqjNMrB5QSh3rw9I+49f9b3YpwNEHc6FfdfLYETkUvV4amLTkvkStfX11OURA6Rs7PzX7kzKIGk0MvLi+Tbmpqakpc3MTE5duzY0aNHN27c2KbBioqKIUOGkOdHREQICgpmZWW16bJ1WENyg0h9Ll68SPrKyclJU1MTS3NwcLQZZ7K9/PZMHTx4cMeOHeQlt2/ffujQIRp9N/La/u2etifubbYq9fwu9pDVq1fHxcWhRGxs7Jo1a3A8R6g07+vXr1VVVUeMGDFs2DAVFRUsAhF5bevq6lBhdBM2duxYlEAfSQWuXbs2ceJEBgYG2psXtcbmzZvRz6HOeenSpTabvc3D0d6Gbda/zRspdE1F2zY3N2M5KCEgIIB8i/Z2EMS9v4k7Om+RjM6fP5+Wu0JjY2NHR0eKknx8fB8/fvxbQcnPz0d36FjPQ15bTk4O+dmF+u7HFkaOHEl+dmGJ4uLi/fv3k/w+7KwTERFpL+JihzWkMIjKf/jwgVQMpfn5+bG0vLz81q1b37x5Q2Gqvfz2TKFzEjmzZWVlWD5KoI/IR6ZF3Clq+1d7SkVNWrcq9fyu9xB0MViwYAHWeiiN4zlCpXmlpaWTkpJqampQ5pYtWzZs2EBRW3SboqSkhHU/dENpY2NDKoCuQJ8/f/6r5rW1tUXWPn36hFmjXdzb27DD+pN/nDp1amJiIpaTkJCA3aC3t4Mg7nQk7hlFJe65b2n8Q4XbHL/Ght1JMVmojKii/1+/fuXl5S0tLSWvBhsbG8XFvz1TFNaQ4xYcHBwZGbl06VJygwEBAYsXL8bSqBcGBga2Nkh+340+Imfq3r177bUYLTUkN0hRHqVJdzaoBdBNxj///IP8Jh0dHdKp3l4+FVOovIODA5Y+ceIEctM6PARt1pbGPe1wzL11q3aY38Uegli7di1SMV1d3Ta/zcjKdw9KovEPFSbftr3mJae8vBx54hQNgtzbly9fki4/pGBAqEBBQcHfjrmjzcmt0S7u7W3YYf3JP6I7RdLQHLp/wm4i29tBEHc6Evfwgg/r7qTQ+IcKt2kEuQCnT5/GHCha3EZ7e3sLC4uue+6YKyErK4ucC3RXTv7t8uXLSRFYvLy8SEFysQLI2UcOMrrVCA0NJeVfvXoVCSupy/6VP9vaIBXPncS3b9/Mzc1J7dZePhVTubm5PDw8DS2gBMnrp34IWteWlj1lZmYmjZZgt/wsLCwdtiqVfFx6CCIvLw8Ve/v2bZvfhselrjM/T+MfKky+bXvN++TJEwUFheHDh2NXJiYmJor6o6svaWgeJchHLElDHLR3dQprtIt7ext2WH/yj+gqy8XF9b0FlMAuuu3tIIh7Pxxzr6qqomVElXQxEBYWRi4M+YjqlStXOjcUIN4Cds6QXD+kROSOIfqIMikMvn//fty4cRUVFaR8Dw+PsWPHkoeFJB+J7rCG5AZJPg5poLzN2ReoMAcHB/V86qaUlZXRZQxdwAgEQofHt73a0rKnQkJCpGfCv1qecIqIiFA3S0t+F3tId6tJm82LHFXUVYqLixsbG0tKSlr3SSqeO+27QO6Ak6aiZWVlkWs3KT41eWTqDjdsr/4UTwJI+dra2idPnkQ3MeiGkvoOgrj3N3FHp+LZs2eRB027sqCzBXUU8rkQSFXDw8PRyY/6CunZI40P8Si+RbcR69atI883NDTEhnEptlJTU7t8+TJ5vp+f38iRI+/fv09hmcYakgymp6ePHj06KioK3fZGR0ejdEZGBlYGOU3x8fHIA/rx48eePXvk5eWp51Mx9atlUhBqeRkZmTYnBVE/7qTa0rKnhw4dkpOTQxqBPDX0H6WPHDlC3SyN+V3pId2tJm02L7pKhYWF1dXVodsFVVXV1n1y3759pCFpdFj379/fFXE/cODAkiVLPrWAzJLy582bZ2dnh/yq/Pz81atXt65Gexu2V3/UtUgXA3I76P5YVFQUXctJg+/t7SCIe/8Rdwzks6N+hk4/WkZUMZCjPXPmTPIcJFvYLGYpKSnyIfJOiLu0tHRycjJ5PvqIjLfeKi4uburUqRT5ISEh6I6VfJo57TUkGfzVMvdm8uTJLCws6D/5dGxkWVFRcejQoehcQqcWcmmp51MxhTFnzpy5c+dSf1bRYW073NOGhgak78h/R/no/+HDh3/+/EndLJV8vHpID6hJ6+aNiYlBYocOBw8Pz/nz51vXH13/tm7dOrYFlCCNYFAXd4oGIZ8dYGpqOmLECOQvOzs7k/LRRW727Nns7OzoztXT07N1NdrbsL36I6+Im5u7tR10LPhaII0ptbeDIO79RNwBAICTt//JC4g7AABw8oK4Q+sDAADiDuIOrQ8AAMgLiDuIOwAAIC8g7iDuAACAvPRXcQcAAIAA2f1N3AEAAIA2+R+IQVHV3xQSxwAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES00000124C5</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">560000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">626667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012L78</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">660000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">626667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1880001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1880000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1880001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1880000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0140634009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO MULTINACIONAL F.I.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1474894.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1211550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0140643034</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO EUROPA F.I.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">851542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">780975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0141113011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO JAPON, F.I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1253881.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1117390.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3580317.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3109915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">5460318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">12.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4989915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">12.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CJF95</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|2,437|2028-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1231224.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1231224.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CFW64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|2,250|2025-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1189230.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1189230.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2420454.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2420454.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079K1079</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1054190.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.41</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1031854.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0378331005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|APPLE COMPUTER INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1008688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">759438.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US30303M1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">971794.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1084045.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1089497.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5951121038</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">753375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US67066G1040</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2011929.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.01</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0079031078</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1100779.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">727631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US3695501086</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">529886.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US64110L1061</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1773533.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.41</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">29.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10815378.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">26.91</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">29.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10815378.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">26.91</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">749722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BRJG6X20</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|JANUS HENDERSON GLOBAL LIFE SC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0093503141</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0171310443</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1076914.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0187077481</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">842967.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0200683885</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|BLACKROCK GLOB EMERG MARK BOND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1091779.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0326424115</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|BLACKROCK GLOB WORLD MINING HE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1554975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">599116.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0329203813</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|JP MORGAN INV GLOBAL DIVIDEND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1123289.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0340554913</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PICTET DIGITAL COMMUNICATION S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">699275.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1231169415</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GOLDMAN SACH JAPAN EQ PORT EUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">931422.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">869508.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1299707072</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1128855.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1548497772</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|ALLIANZ GLOBAL ARTIFICIAL INTE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">911276.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1670707527</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MG EUR STRAT VALUE-A ACC FUND</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">872992.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1670710075</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MG LUX GLOBAL DVD EUR SICAV</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1129619.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU2145462722</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|ROBECO SAM ENERGY EQUITIES SIC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">631771.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1797810345</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|MG LUX EMERGING MARKET BOND EU</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1119831.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1391767586</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|FIDELITY GL FIN SE SICAV</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1137939.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU2168656184</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|BLACKROCK GLB WORLD TECHN EUR</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0605515377</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0200685153</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0326422689</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU2441283277</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1797811236</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US37954Y8710</iic-com:CodigoISIN>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 12.403.297,33 euros que supone el 27,50% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 9.977.241,77 euros que supone el 22,12% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 9.977.278,15 euros que supone el 22,12% 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 3.252,38 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de medio 0,6275 millones de euros en conce pto de compra, el 1,47% del patrimonio medio, y por importe medio de 0,6257  millones de euros en concepto de venta, que supone un 1,46% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Los principales &#237;ndices de renta variable mantuvieron su senda alcista durante el &#250;ltimo trimestre del ejercicio, lo que permiti&#243; cerrar el semestre en positivo y culminar 2025 con revalorizaciones de doble d&#237;gito. Los resultados empresariales continuaron siendo s&#243;lidos, superando tanto los registrados en 2024 como las expectativas del consenso del mercado. En las reuniones mantenidas con las compa&#241;&#237;as no se percibi&#243; un clima de euforia, mientras que el entorno de mercado sigui&#243; caracteriz&#225;ndose por niveles de volatilidad reducidos, con la &#250;nica excepci&#243;n del repunte registrado en abril como consecuencia de las amenazas arancelarias anunciadas por la Administraci&#243;n Trump. Por sectores, el bancario lider&#243; claramente las subidas, mientras que el sector de medios present&#243; el peor comportamiento relativo.
 Desde el punto de vista macroecon&#243;mico, el sector servicios contin&#250;a mostrando una notable fortaleza, apoyado en un consumo que sigue orientado principalmente hacia los servicios en detrimiento de los bienes. Esta din&#225;mica ha favorecido una reducci&#243;n sostenida de las tasas de desempleo, dado el car&#225;cter intensivo en mano de obra del sector terciario.
 En materia de pol&#237;tica monetaria, tanto el Banco Central Europeo como la Reserva Federal estadounidense recortaron los tipos oficiales a lo largo de 2025. En Estados Unidos, descendieron tanto los tramos cortos (2 a&#241;os) como los largos (10 a&#241;os) de la curva, manteni&#233;ndose una pendiente positiva. En Europa, por el contrario, el tipo a corto plazo se mantuvo estable mientras que los tramos largos repuntaron, lo que tuvo un impacto negativo en las compa&#241;&#237;as de perfil patrimonial. No obstante, numerosas empresas aprovecharon este entorno para refinanciar su deuda, alargando vencimientos y reduciendo el coste financiero, lo que previsiblemente contribuir&#225; a una mejora de sus resultados futuros.
 Finalmente, en el mercado de divisas se produjo un movimiento relevante con la debilidad del d&#243;lar estadounidense. El euro se apreci&#243; cerca de un 14% frente al d&#243;lar, cerrando el ejercicio en 1,1746 d&#243;lares por euro.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 El fondo tiene una distribuci&#243;n de activos del 73% en renta variable y un 13% en renta fija, (Fondos de renta fija y Bonos en USD) sobre el total del patrimonio del fondo, y el saldo en tesorer&#237;a supone un 14% del total de la cartera, (Repos de Deuda un 8% y Tesorer&#237;a un 6%). 
 En fondos de inversi&#243;n la exposici&#243;n de la cartera cartera es de un 52%, de los cuales, el 47% en renta variable.
  
  
 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 7,88% durante el periodo y en los &#250;ltimos doce meses ha sido del 10,15%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 12,12%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 0,02%.
  
  
 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 12,22% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 12,12%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,69%. GVC Gaesco Crossover Currency Hedged, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,18% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 12,12%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante este trimestre hemos mantenido una exposici&#243;n total del 26% de la cartera en acciones directas.
 Dentro de la renta variable se ha invertido en zona EURO, en USA y Asia, completando con inversiones sectoriales, con el objetivo de dotar al fondo de una estrategia muy diversificada. 
 Durante el trimestre la renta fija y los fondos conservadores de la cartera se han mantenido en diversas estrategias: fondos flexibles en plazos, activos y zonas geogr&#225;ficas, con preponderancia en la zona euro para evitar riesgo de divisa. 
 Finalmente, la rentabilidad del a&#241;o 2025 ha sido del -5,78 %.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre tipo cambio EUR&#47;USD, Futuros sobre mini S&#38;amp;P, Futuros sobre mini Nasdaq que han proporcionado un resultado global de -285.583,79 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 42,08%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 0,63 millones de euros, que supone un 1,52% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,91%.
  
  
 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 9,39%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,20%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 5,75 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Currency Hedged, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 9,39.
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 1,14 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.
 Dado el fuerte potencial alcista que presenta actualmente la Bolsa europea, muy probablemente continuaremos con niveles de inversi&#243;n elevados con el objetivo de maximizar la rentabilidad de los part&#237;cipes del Fondo. La sobreponderaci&#243;n en compa&#241;&#237;as de calidad en el segmento de peque&#241;as y medianas empresas deber&#237;a aportar una mayor rentabilidad a largo plazo respecto el &#237;ndice de referencia del Fondo.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El objetivo de gesti&#243;n es el de obtener una rentabilidad combinando distintas estrategias: i) trading sobre RV incluidos acciones, fondos y Etfs, ii) inversi&#243;n en commodities, a trav&#233;s de (a) Empresas cotizadas cuya actividad principal est&#233; relacionada con la extracci&#243;n, distribuci&#243;n, almacenamiento o reciclajede matrias primas y b) IICs, &#250;nica y exclusivamente UCIT, que tengan exposici&#243;n a materias primas y iii) inversi&#243;n en futuros sobre Volatilidad exclusivamente con el VIX ( Chicago Board Option Exchange Volatility Index) como subyacente. La inversi&#243;n en commmodities y volatilidad conjuntamente no superar&#225; el 40%. La estrategia Momentum se basa en la continuidad de las tendencias existentes en los mercados. La exposici&#243;n en RV ser&#225; hasta 60% en valores de empresas mayoritariamente de pa&#237;ses OCDE, con sesgo a Zona Euro, sin concentraci&#243;n sectorial. La exposici&#243;n a RF ser&#225; entre 0% -40%, p&#250;blica o privada, de emisores maoritariamente de pa&#237;ses OCDE, con una calidad creditica m&#237;nima de BBB- y con una duraci&#243;n media inferior a 5 a&#241;os. La exposici&#243;n a emergentes hasta un 15% ya divisa hasta el 100%. La inversi&#243;n hasta un 60% en IIC, incluidas las del Grupo. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a semana para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable, y para Commodities&#47;Volatility, los CRB COMMODITIES Y S&#38;amp;p 500 VIX SHORT TERM FUTURES INDEX TOTAL RETURN respectivamente.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98531.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02510102</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-10-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98785.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,954|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98912.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,938|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">99064.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02511076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-11-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98634.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98764.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,940|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">198334.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,970|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,850|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99508.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,810|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99679.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02602065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-02-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">498423.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">12.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">789669.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">21.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">789669.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">21.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">789669.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">21.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105066007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CELLNEX TELECOM SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1536.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">27019.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRIFOLS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1466.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">14035.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">41054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">41054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0143631010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO DIVIDEND FOCUS FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">298027.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0143631028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO DIVIDEND FOCUS FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">300516.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0157639016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO RENTA FIJA FLEXIBLE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">303270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">297961.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">601297.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">15.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">598477.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">16.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1599563.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">41.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1429200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">38.71</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-10920056_ia">DE0007037129</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|RWE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">26750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000051807</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SR TELEPERFORMANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">51285.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0000395903</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|WOLTERS KLUWER NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1502.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0007030009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|RHEINMETALL AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1561.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000121147</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FORVIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">68896.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000131906</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|RENAULT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25904.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000039299</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BOLLORE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">14658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">12181.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">372134.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1144807119</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVC GAESCO RET ABSOLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">309794.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">346502.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">317214.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">295905.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0014008NO1</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|OFI ENERGY STRRATEGIC METALS R</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">58165.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00B2Q91T05</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GUINNES GLOBAL ASSET MANAGEMEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">309664.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">258179.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US74349Y8378</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|PROSHARES SHORT QQQ ETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">77100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">45722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU0908500753</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LYXOR CORE STOXX EUROPE 600 ET</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">38823.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES STOXX EUROPE 600 DE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">175800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">67425.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00B1FZS798</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ISHARES USD TREASURY BOND 7-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">29876.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">88552.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US74349Y7537</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PROSHARES SHORT SP 500</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">91984.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">47162.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0010424143</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LYXOR ETF XBEAR STXX 50</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">171732.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">108500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US78463X5418</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SPDR S&#38;P GL NAT RESOURCES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">26440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1509604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">39.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1354935.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">36.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1521785.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">39.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1727069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">46.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3121348.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">81.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3156269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">85.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion1.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22025_V-10920056_ia">CBOE SPX VOLATILITY INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22025_V-10920056_ia">Compra Futuro|CBOE SPX VOLATILITY INDEX|1000|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesOtrosImporte decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16018</iic-com:OperativaDerivadosObligacionesOtrosImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22025_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosObligacionesOtrosImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16018</iic-com:OperativaDerivadosObligacionesOtrosImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16018</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
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<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.371.226,97 euros que supone el 35,72% 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 604,01 euros, lo que supone un 0,02% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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.
 La renta variable, las bolsas globales tuvieron un a&#241;o positivo, con los &#237;ndices mostrando ganancias s&#243;lidas, principalmente gracias a la fortaleza en tecnolog&#237;a y en sectores de crecimiento. 
 El STOXX Europe 600 cerr&#243; 2025 cerca de m&#225;ximos hist&#243;ricos con su mejor rentabilidad desde 2021, impulsado por la ca&#237;da de tipos, los est&#237;mulos fiscales en Alemania y un giro de inversores desde sectores sobrevalorados en EE. UU. hacia Europa. 
 La volatilidad marc&#243; parte del a&#241;o, con episodios de correcci&#243;n provocados por incertidumbres como la pol&#237;tica comercial o los datos econ&#243;micos mixtos. 
 La tecnolog&#237;a y los sectores ligados a IA continuaron siendo motores clave de crecimiento en renta variable. 
 El crecimiento de las ganancias empresariales y el soporte macroecon&#243;mico en varios pa&#237;ses ayudaron a sostener unos m&#225;rgenes positivos.
 Cabe destacar, de todos modos, que fondos de renta variable europeos, especialmente del Reino Unido, sufrieron salidas r&#233;cord de capital, ante la preocupaci&#243;n de los inversores por valoraciones o riesgos locales.
 En cuanto a la renta fija, despu&#233;s de varios a&#241;os de tipos bajos, esta volvi&#243; a presentar rendimientos aceptables en 2025 dado el entorno actual.
 La retirada gradual de est&#237;mulos por parte de algunos bancos centrales y la posibilidad de recortes de tasas m&#225;s modestos crearon un entorno mixto: beneficios en cortos y medios plazos, pero con un riesgo de p&#233;rdidas en emisiones a largo plazo si los rendimientos suben.
 En Europa, el inter&#233;s por sus activos se vio reforzado por valoraciones m&#225;s atractivas y expectativas de crecimiento moderado en la regi&#243;n frente a los de EE.UU., pasando de posiciones infraponderadas a neutrales o ligeramente sobreponderadas.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Sin cambios destacables en la composici&#243;n del fondo con respecto al &#250;ltimo trimestre esta se resume en:
 Renta Fija             38.73 %
 Renta Variable     29.07%
 Commodity               9.11 %
 Volatility                 4.77 %
 Tesorer&#237;a               18.32 %
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 5,93% durante el periodo y en los &#250;ltimos doce meses ha sido del 9,05%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 1,59%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 5,63%.
  
  
 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 3,98% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 2 participes, lo que supone una variaci&#243;n del 4,88%.   La rentabilidad neta de la IIC durante el periodo ha sido del 1,59%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,79%. GVC Gaesco Crossover Equity+Commodity+Volatility, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,18% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 1,59%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 No se han realizado ni salidas ni incorporaciones de activos en el 4&#186; trimestre de 2025.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre VIX que han proporcionado un resultado global de -12053,61 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 0,06%.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,53%.
  
  
 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 2,20%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 8.52%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 0,5 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Equity+Commodity+Volatility, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,06.
 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 0,56 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.
 En conjunto, los mercados europeos se perfilan hacia un inicio de a&#241;o equilibrado, con menor volatilidad que en a&#241;os recientes, aunque factores macro y geopol&#237;ticos pueden influir en la direcci&#243;n de los precios.
 Esperamos un rendimiento positivo moderado en la renta variable, con mayor variaci&#243;n entre sectores y regiones dentro de Europa. Los mercados probablemente no repetir&#225;n subidas extraordinarias como en 2025, pero el inicio de 2026 muestra se&#241;ales de estabilidad y oportunidades selectivas.
 Sectores que han estado deprimidos, como el automovil&#237;stico europeo, muestran se&#241;ales de posible recuperaci&#243;n el pr&#243;ximo ejercicio gracias a las mejoras de m&#225;rgenes y las revisiones al alza en estimaciones de ganancias, lo cual podr&#237;a influir positivamente en los &#237;ndices en el primer trimestre. 
 El Banco Central Europeo probablemente mantendr&#225; su tasa de inter&#233;s de referencia estable durante gran parte de 2026, en torno al 2 %,  aunque las pol&#237;ticas monetarias al ser menos acomodaticias que en EE. UU. podr&#237;an hacer que Europa quede rezagada si los recortes de tasas son m&#225;s lentos.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">objetivo de gesti&#243;n es obtener una rentabiidad combinando estrategias de inversi&#243;n: i) trading sobre activos de renta variable y renta fija directa, ii) inversi&#243;n en futuros sobre &#237;ndices de RV (-100% +100%) y iii) inversi&#243;n en Futuros sobre &#237;ndices de RF (-100% +100%). La estrategia de inversi&#243;n Momentum se basa en la continuidad de las tendencias existentes en los mercados. La exposici&#243;n renta variable (RV) ser&#225; entre 0% y hasta el 100% del patrimonio en valoresde RV emitods por empresas mayoritariamente de pa&#237;ses OCDE. Las empresa pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la renta fija (RF) ser&#225; entre 0% 100% RF p&#250;blica o privada de emisores mayoritariamente de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB- y hasta un 20% sin calidad crediticia determinada, siendo la duraci&#243;n media de la RF inferior a 7 a&#241;os. La exposici&#243;n a emergentes ser&#225; hasta un 15% y la exposici&#243;n al riesgo divisa ser&#225; hasta el 80%. Se podr&#225; invertir hasta un 30% en IIC, incluidas las del Grupo. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12meses m&#225;s un 7% para la renta fija y MSCI WORLD NET TOTAL RETURN EUR, para la renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.21</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">24.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.95</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">10.17</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">25.24</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">-10.54</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">45.07</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">8.51</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-3.99</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-4.58</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">5.54</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">10.12</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-13</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-09</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">24.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">21.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">16.96</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">32.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">23.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER MOMENTUM RV RF</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.07</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.02</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">11.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">10.93</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">10.87</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">11.05</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">9.81</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">9.88</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.88</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.02</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,971|2026-06-05</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1635123.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">15.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3278331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">31.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3278331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">31.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012M77</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">50000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">200000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3478331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">33.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105122024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|METROVACESA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">842400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">501168.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0173093024</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">186401.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105251005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NEINOR HOMES SLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">806740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">593500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105287009</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">296339.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0154653911</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INMOBILIARIA DEL SUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">152250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">142600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0173908015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|REALIA BUSINESS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">85608.00</iic-com:InversionesFinancierasValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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y+M0pXkLcPydcpLCzs0aOH9LOqdV8ZcWVPT8+nnnqqbdu248aNy8/PJ2XQgAoKiykMnc26jV+QMrqcpnHr5/r5i5SJiIhgZTdxJSUlb6xcrfogGb9qrdLuMv369Tt37pzqVgdNy9UqKytbuHDhgAEDHvS22dnZooHEvbW1tU2+r1evXqpXGzp06MaNG6XLGzZskDf/NNxWGSEgIGDWrFl12SojKyoqmjFjxsCBA0kZNCAO8qvLCVu2ipTR8TgHLZY2zIjnBtZ3Ezd/3Xqlh0ezVeuXbv1C7TYV1S0NmpZrqRkzM7MHva2jo2NkZOQvKnvPKCosLGzWrJniZxMfSu+WcnJyWrlypeqn1bRcvifiCkr7yqjuGnzr1i0bG5tLly7VPWWEGzduyD8HUgYNwnPqQgqDlDGF3WUOHz7M+m7iLufne8atlvf8bRUbP2v1GhEc2l8qqnW54uURI0ZkZmZWVlZeuXLFy8tLcV+ZWj+nkJCQYGdnJ20lUtx7RulqoaGhzs7OiksmTZok7ciSlZXVuXNn8XlEQJw5c0bedVfTcvnOiLttbm6elJQkfiDJycni8smTJ1Xv8IYNG8aNG1dryjg4OKSmppaWlhYXF3t7e9vb25MyaEDsKEPKGPc8ExUjpUxsbCzrOyoqKmJ3Jc79fPOCTVvW/ztF+1FbHiJlEhMTX3755ZYtW1paWnp4eKjdFqjpc4o7Y21tLQpA+lBx7xmlaz7//PMHDx5UXCI+7N27t3RZhIh0/JhevXrJ+9BoWq54Z3bt2iX66bHHHhN/im9E7R2+d+9e3759a91SJe68dHwdkUQjR45s6GM7kTImrfR6GXmhywlaEkXK6HhaxK6TUsbf37/W5y3gYZ5Hm/BMqu9/An4EpiwhcT95ocuZPsuPlNH9eAUESjWTl5fHWg+QMjAq02ctIi9IGaOf/w0JZXcZgJSBcerT9x3ygpQx+nlh2XIpZTZt2sRaD5AyMCJ37qxz/+hfoz1e7ze8dcc+dIYOZupHC0gZ3U/HmNVSygQHB7PeA6QMjMe9n3++PWmSPBkungFDRr7Td7BNz37N29iSHQ0x74xyJ2X0Mt7+/lLNFBcXs+4DpAyMRM2pU4opozT7nd6jbEgZo5lxwUuklMnMzGTdB0gZGIm7aWlaUoayIWWMaYYs/UxKGcWjZQAgZdC4VW/aVPeUoWzqZd4e7kLK6GX6hkdJKRMVFcW6D5AyMBJ3IiMfOmXUls3IV/9u+8zrLds+R7JoGts+g0kZ/R7zV6isrGT1N1k1NTVfHzkWs/rz2LWbTmadfrDny7qdeklib2+veM2LFy8OGzas3X3igvhQ6fppaWmWlpYWFhbyWdz37t1rbW2t6biO8p1p3bq1g4PD2bNn5b9KTk62s7Nr3ry5+FNcVrzJK6+8ovRJar1VQUHBhAkTunTp0qZNm7feemvfvn2kDAxIlY9PfaWM0hwZO37p26MoG1LGAN/EJOTk5LD6m6aKigr/4MinXnyvieVwMf9j7xIasUrptNh1CZparxMfH9+/f3+ls2rPmzev9L45c+aID5VuIgXErl27pDMuiXtla2srPqz1bpSVlQUEBLz44ovSh1lZWebm5omJiWJ5UlKSuHzq1Cn5JoMHD96yZYvqJ9Fyq0GDBs2cObOwsFD8VWpqqsgmUgYG5LanZwOlDGVDyhjaNFu1Xk6ZjIwMVn/T9FlUXPOe70odI02bZ53WbfyiflPm2rVr3bt3P3/+vOI1W7VqdePGDTk+xIdKt1I6D3ZERISjo2Md70Z5ebl89uzRo0crneBa8cyRZ86csbGxkbf0yJ9Ey63MzMzE5+cFJhiie9ev66ZjKBtSxkBmxqcBUsrs2bOH3wCmuUlm+IRPFDtGGvfp/vWbMh4eHiEhIUrXHDVq1IIFC65fv15aWurj4yM+VLqV4nmwS0pKOnXqlJ2dXZe7IQopKCjo9ddflz60srK6cuWKfDVx+emnn1a8yeTJk6VzaCt+Ei23sre3nzp16oULF0gZGJya3Fx9pYyJlw0po69xCQrmmL+mLC8vz6rveNWUcRw1XeRFfaVMRkZG//79a2pqlK75008/9ejRQ9q7RVzIz89XuqHiebCnTJni5eUlLbG0tExPT1d7NxR3l/nuu+/krTu3b9/+fev7fzfzyPensLBQ3AHpW5bvoZZbiet7eno+9dRTbdu2HTdunOo9J2Wgv5Q5etRAUsbUyoaU0dcMXxLKm5hMWUlJyRsjpqmmzHjP+Q+0u4z2lOnXr9+5c+dUr+no6Dhnzhx5XxktLx5lZ2d36tRJ3FtbW9vk+3r16qXlbty6dSs0NHTgwIF13CojBAQEzJo1q45bZWRFRUUzZsyQvxApA/27m5RkmClj9GVDyuhr7MMipJQRv8f5DWCafAMjmvYYodgxzXu++1nU6np8gamJCml5y5Ytte8roxg9kZGRv6jsPaPlbty8eVN8fumyk5OT0l4vo0ePVq0fGxubS5cuyUu03EqR+BbMzMxIGRiK6ri4RpEySnNq3IRlw0aPe+3tv/6PvdmTvUgZpu7zfMQKec9f8VzCLwETVFhY6PXxInnP39bPjJrju7SiouIRU0ZT3Ci9g8nHx0faKjN37tzXXntN7U0SEhLs7OykrUSKe89o3yoTHh7+17/+VfowMzPT3Nw8KSlJPMiTk5PF5ZMnT6renw0bNowbN05eouVWDg4Oqamp4m4XFxd7e3vb29uTMjAUdwIDG2PKGEHZfLxuM1Whl7FYsUpOmcuXL/NLwDSJcFm9buuCwEj/xSs+37pT01Fb6rLF5YFSJicnZ8iQIW3v+/vf/56bm6t6fXFnrK2tRTdIHyruPaPlzrRs2VKEUVZWlvxXu3btEhn02GOPiT8VD2+teH/u3bvXt29fxSWabiXuxltvvfXEE0+Ivhk5cqRhrjukjImqmjHDCFKmMZYNKaOvaRezVk4Zxd/7wKM+jzbhmZSUgR62ydwxvo5pLGVDyhhCysgHVAVAyqBRuldcbAopY5hlQ8oYwlHyduzYwe8BgJQBKUPZPMy8HxpJVehr5JSJi4vj9wBAyoCUMc6yecl2YFvzPg2XMu8tjiAp9J4y4eHh/B4ASBmQMsY8uePfX/GP0S72w+q9bEgZQzh3ASkDkDIgZSgbUqbxzfSAAI6SB5AyIGWYRyobh+k+JIW+ZlrAIvk1Jn4PAKQMSBnmYcpmoJc3SaGvcQ5aTMoApAxIGeaRyoaUMZCU4dwFpqmmpubkV1+lb9qUvnnz9ydOqL3O/v37pePbdu3adeLEiYWFhdLyAwcODB48uE2bNmK5q6vr1atX635b1WMEK0lLS7O0tLSwsJAPerR3715ra2tNxyNWe/4E1eMRN1FHcXmHDh3efvvtnJwcxU8lvq6NjY3ikoKCggkTJnTp0kV8++Ib3LdvHykDfa/MOTkEh77KhpTR44xXSJnS0lJ+FZga0a97IiLyPTykdfMHL69/x8aqtsKbb7755Zdf5ufn37hxw8/Pz8HBQVo+YMCAXbt2FRcXFxUVeXh4iAJQ/RKabqupP2R2dnbJycni80tnXKqurra1tRUfanzyrvOpoNT+rfyhCLL58+f369dP/qtvvvnm2fuOHDkiLxw0aNDMmTNFmYmfYWpqqtL3RcpAHylz7hyFoa/ZPn0mSaGvGb04RE6ZkpISfhWYmr1xcTddXBTXx1JX1/StW7XcpLy8XO1ZrEWptGnTRvuXU72tltpQOg92RESEo6Nj3dPkoVNG+l7kE2sL7u7uQUFBgYGBItfkhWZmZuLb4QUmkDLMr5M32b1ZdDxVofcXmPLy8vhVYFIqKiqOLligukqmBQdrusnNmzfFk7rarS8JCQkDBgzQ8uXU3lZLbSieB1t0dqdOnbKzs3WQMuJr+fj49O3bV/pQtFT79u1/vK9Dhw7iQ2m5vb391KlTL1y4QMqAlGF+nZdn+FEVpAx0TPyL53zwger6mDl7ttpNdNKuJCIpVJ+/MzMzLSwsTp48qaUb1N5WS20ongd7ypQpXl5e0hJLS8v09PQ6poymc3erTRlZ165d5dVh69atgwYNki47Ojpu27ZNulxYWOjp6fnUU0+1bdt23Lhx+fn5pAxIGZOexVPYXUY/8+GiQDllcnNz+VVgUsrKyo7Pm6e6PqYHBtbU1Gi6ycKFC5W2voiwEIVx6NChWr+c6m3rcg7t7Oxs0UCirmxtbZPv69WrVwNtlbl3756Irddff10+K9nQoUM3btwoXd6wYYPqFqmioqIZM2YMHDiQlAEpY9Kzd6K7WdhKwkKPh8gTzp49y68CU/Pv5ctv/XFlvOHisi8+XnuRmJmZyR9u2bKlW7dux44dq2M8Kd62jinj6OgYGRn5i8reMw30ApNw+fLlLl263Lhxo7CwsFmzZoobbMSH8puwZOKaSt8XKQNSxuTmqqub1fiPCQv9pgwvMJmg4qKi1CVLrru6SmtisZvbnmXLKioqlK42YsSIzMzMysrKK1eueHl5yVsmQkNDu3fvrhrBilmg6bZ1TJmEhAQ7O7vq6upf/rj3TIOmjDBq1KiYmBjxDTo7OysunzRpUlhYmLjg4OCQmppaWlpaXFzs7e1tb29PyoCUMfUZ5OhCWOh+fPz8SBkTJyLjq4SEA3FxB1avPvrvf0vRoCQxMfHll19u2bKlpaWlh4eHvCeN6s4o0pt6FLOgjrdVe9+qqqqsra1FMUgfKu49ozZNaj2ETN1TZu/evS+88MLzzz9/8OBBxeXiw969e0t3Rjpejrm5+ciRIy9fvkzKQN8pw3Fl9D1LR7qaz19KW+jrzNhCUVERvwpQP8+jTXgmJWWgc/euXSMm9DsnXNyt/uFFW+gxZThEHkDKoHG7/d9Xixm9zA0Xl7Z/cWoaywFmdDftYtaSMgApA+NRNXs2PaHfGf3GBItp/hSGvlJG7U4SAEgZNBp3QkKICf1O3Bg3i4Hs/Ku76RIdp5gy/BIASBk0btVxccSEfue8q3vTHiNahnOAGR2NbWQ0KQOQMjAedxMSiAn9zq1Jkzr/ZVQPZ478q6Pp/1mk3DHh4eH8EgBIGTTylPn6a2JC7/PBYGfzF8YTGbqZYSFhpAxAysB4cJQ8Q5jECZObWA5v7x9OZ+hgxiucSzImJoZfAgApg8btXnExJaH3yXd1EyljNXwanaGD8Qr4/VyS8vl+YWqqq6uTkvaEha+IiFq5Py1d7YkkDxw4MHjw4DZt2nTt2tXV1fXq1au/PV9qPVavZP/+/dJRccVtJ06cKJ/A6OLFi8OGDWt3n7ggPlS6YVpamqWlpYWFhfjq0pK9e/daW1tXVVWpf/LWeuKC5ORkOzu75s2biz8TExPrcivFC9LZl7p16zZ69GjFE4BrOqBwE3VIGegCJWEI06vPmCee5QAzupgFvr+ftUA+NjxMSllZ2bz5AW3M+zRp8YyYrlavBgWHqbbCgAEDdu3aVVxcXFRU5OHh8UDnUXrzzTe//PLL/Pz8Gzdu+Pn5OTg4SMv79es3b9680vvmzJkjPlS6oWgO0R/i60pnXBLJZWtrKz7U+OStOUqysrLMzc1FwYjvNykpSVyWc6SOKSP+vHPnzoULFwIDA0V7nThxoi7fu0x84+KbJWWgC1Uff0xJ6H0WDndtYjm828wAUqNBp83KPxxURv7VDJOyOGRZs9b/I3WMNK2e7BW7StuZsUWRtGnTpu4po6i8vLxVq1bSZXFBfCq5qOTlMqXzYEdERDg6Omp78tYcJaNHj16+fLm8PCoqSix50JSRBQUFvfPOO3X/3jdt2jRmzJh79+6RMtCFO4sXUxJ6n3Rnd5Eylg5u1EaDjtXyWMWUyc3N5TeACW6SGTJsvGLHSDPJbbral5kkCQkJAwYMeIiUuXnzpogAeYvOqFGjFixYcP369dLSUh8fH/Gh0vUVz4NdUlLSqVOn7Ozsh0sZKyurK1euyMvF5aeffvqhU0asLB07dqzj9/7111+/8cYblZWVOv7HJWVMV3VsLCWh97nu+utWmWZWI1pEriY4Gm5eWLZcMWWKi4v5DWBq8vLyrJ55XTVlHIf8U9NZLDIzMy0sLBR3Fqljykg7i4gcuXDhgrTkp59+6tGjh7RcXMjPz1e6ieJ5sKdMmeLl5SUtsbS0TE9Pf6CUefzxx2/fvi0vF5fFkodOmVu3bjVr1kzx+9K0Q4yInpdfflkvJ2olZUw4ZXbsoCQMYYa8Nl7UTA+3uQRHw41D6DLFlNHyv3CwVUYiAkKUxKFDh2ptCE1fbuHChfIWHUdHxzlz5sj7ymh58Sg7O1s0UElJia2tbfJ9vXr1esStMl26dJEuiyhR3DdIXH7sscdq3Spjbm5e6/d+7dq1vn37fv/993r5xyVlTNfdw4fJCEOYKKdfN8x07juB4Gi4GRu8RO6YsLAwVn/TtCgotGmrvyh2TIu2z62IXqV6zS1btnTr1u3YsWN1aQgtNWNmZiZdbtmypfZ9ZWSiciIjI39R2Xum7imjuq/MyJEjpcvW1tanTp2S/yorK+uZZ57RnjKBgYEjRozQ/r3fuXNn0KBB+/bt09e/LCljumpycsgIQ5iTLr/uLiOmw5IVNEcDzaxPP5VTJj4+ntXfNF29enXWJwtaPdlL6pgO3V5a6BukumNHaGho9+7dz549q+nFIy1LxLN+Zmam+JxXrlzx8vKS95Xp16+fj4+PtFVm7ty5r732mtpPnpCQYGdnJ53rVHHvmQe6GydPnjQ3N09KShLNlJycLC7LTebv7z9gwIDs7GxxD8Wf4vKiRYvUpoy4D7m5uaJj2rdvL74j7Snj7OwcGxurx39ZUsaE3blz292dktD73HRxad1zhEiZnqM/ojl0cE5sxcNswNRUVVVt/WJH8JJlS5ZGJCXtUfvSkuoeIeXl5arL1VaFeHS9/PLLLVu2tLS09PDwKCkpkZbn5OQMGTKk7X1///vf1e54Lu6btbW1fKQAxb1nar2TSndj165dooT+9Kc/iYWK7+i+c+eOqBnxVVq0aCH+/PTTT+VTxCsdJEbctmvXrqNHj1bcisNxZWCQMcObmAxjJjq+L1LmiWedyI6GmOci/nAiycOHD7Puoz6fR5sY7jPp8OHDAwMDjf+fgEehKeOkkgYyG8a5Sa8xdZ8fSnnU+wxZ+pliypw/f551Hybi4sWLHTt2/Pnnn0kZGC3OxGQgc9FtspQy1sOmUh71Pu6BQYopI71YAICUgVFgdxmDmZ52TiJlmvd8t/lyDjBTn9Ns1XrFUxZwTmyAlIHRxQy7yxjGzHjb+bcNM17+9Ec9TvflqxQ3yWzfvp21HiBlYFTuJiWREYYwe9//7TWmHgPd6Y96nP6fRSqmTEZGBms9QMrAqNTk5pIRhjD/cf1tz18xrUOiSZCGODieoHrAeACkDBp7y9Tc9vSkJAxhXn1prJQyf37vExKkIQ6OFxAQwCkLAFIGRuhOWBgZYQgT9K7rb4f97f0eCVIv0yU6TnGTzJo1a1jfAVIGRuju7t1khCHMkUnu8mtMnecsIUQefezDIhRTRj6OKkxWdXX1N998k7I3dW9q6rffnnigrXT37t375JNPnrzP29tbfKjlyvb29oqHzistLX3//ffbt2/fsWPHhQsXql4/LS3N0tLSwsLiwIED0pK9e/daW1srnv1RSXJysp2dXfPmzcWf4vLvz+v/1bp1awcHB/kMDNpPuXDy5MmhQ4e2adOmXbt2AwcOTElJUbymuCc2NjZKN9+9e3fv3r1btGjx3HPPbd26VfVzarmHr7zyitp7oumowQUFBRMmTOjSpYu4h2+99ZbS+Z5IGbC7jKHMDReX5k+/+9vOv0M/IEQefTwXBXFwPMiuXSvdmbDr9PfncvOuiMk8dWZnQoLqOZg0iYmJeeGFF364T1xYtWqVpmvGx8f3799f8Und2dl57NixRUVFhYWFo0ePVt1AKD3Z79q1SzrjkkguW1tbxXMOKMnKyjI3N09MTCwrK0tKShKX5TMMyF9X/FVAQMCLL75Ya8pIp+Nevnx5fn6+qK709PS//e1v8tVE/D1735EjRxTvgLjJzp07xVc5c+aM+KaUPqf2ezh48OAtW7aoTRm13++gQYNmzpwpfnris4n/k4hEI2Wg1DLsLmMoM2LgBCllWlqPahYdT4vU46mXODgediUmXvjhktQx0pz9v9y9e+u6ra5fv3579uyRLosLmk4Jee3ate7du4tuVnxW7tChg+gY6bJ4Pn799deVbqV0HuyIiAhHR0ctd0b19NdjxoxRrQHxmJdPrK39ZNpLly7V9LXc3d2DgoICAwM9PDzkhU5OTtHR0Wpe69F8gm7Feyjqx8bGRt7mVGvKmJmZaVl/SRn8it1lDGTixvz+PibLDxeQI48yr/7xbdjiv9Ss6aZM/G9+f1q6YsdIs3vPv+v4MlObNm2Ki4uly//5z3/atWun9mri+T4kJETpWVmkjLiJdFk0jeptFc+DXVJS0qlTp+zsbC13xsrK6sqVK/KH4vLTTz+tVAM3btwQCSJnk5aUMTc3z8vLU/uFRF21b9/+x/vEdyE+lO+AWKIlZWq9h5MnTw4LC6tjytjb20+dOvXChQukDDRidxkDme9df99dpttrzuTIo4xLULBiysi7IMA0iafqb44eU02ZtAMHS0tL6/IZmjZteufOnd/++3fnzp/+9CfV62RkZPTv319qI8Vn5QkTJrz33ntF940bN65Zs2ZKN1Q8D/aUKVO8vLykJZaWlunp6apf6PHHH5erQgoOxa0virvLfPfdd7WmjPhe5BfalHZS2bp166BBg6TLjo6O27ZtU3sHVD+n9nsobZ3q0aOH9MOvdV8ZcWVPT8+nnnqqbdu24geodFQFUga/uldcTEYYwtyaNKm9zUgpZZr2GGEWtpIiebhpFRuveL4CoaCggDWdrTINvVWmX79+586dU02HkpIS8QT85JNPdu7cedGiRV26dNH0VaTdVsT1bW1tk+/r1avXw22VuXXrVmho6MCBAx9iq4z8V0OHDt24caN0ecOGDW+//XZ9bZURAgICZs2aVZetMjLRgjNmzJC/KVIGvMZkiPPBYGd5w4zV+I+JkoebF5YtV+wYTr2EX3Syr4ymjQqKli9fLrJG01dxdHSMjIz8RWXvGSVOTk5Ke6Ko7ngr3Lx5s2XLlrWmzMiRIz/77DPVvyosLGzWrJnityM+FAulO7By5UotKVOXeyhiy8bG5tKlS3VPGemFMzMzM1IGatScOEFGGMLsGP/7a0zte/+TKKmXg/wqvbMUpukR38EUHR2t9h1Mmp59FZe/9957Fy5cuHbt2ubNmy0tLTW9mS4hIcHOzq66uvqXP+49o3rNzMxMc3PzpKSksrKy5ORkcfnkyZOqoSAi/q9//WutKSO9HSk2NlZkSkVFxf79+6W/Cg0NdXZ2VrzJpEmTpB1cxE06d+4s7rAIizNnzqjudFyXeyht6RFhV2vKODg4pKamlpaWFhcXe3t729vbkzJQu1nmTtXUqZSE3ueK22Q5ZX49XJ5vGF3yoNN81Tofvz+8unT58mVWcfzyyMeV+fjjj9vdN3v2bPm4MnVJGfGE3bNnz1atWg0aNEg8x6u9flVVlbW1tXz0I8W9Z9RvZNq1S+TOY489Jv5MTExU3TLUsmXL1157TTSH2i1GSvcwIyND5IKZmVmHDh3eeust6Ys+//zzBw8eVPyi4sPevXtLl0WgSMeV6dWrl7wPjeLn1HIPFX+qffv2rXVfGfHTEPfqiSeeEEk0cuRIpTWalIHCSr51KyVhCNOrz5jfX2P6hxdp8qDzfMQKxY5ZsmQJ5ytAw6nLayJo2H8CfgT4vY5//pmMMISZ+49Jcsq0tBnVNJYDzDzSe5cU/zsIgJSBkbsTGEhJ6H3Snd0VX2OymOZPndR9OkWvVjoyHgf5BUgZmJC7X39NSeh9rrq6/SFlBroQKHWfoSFhih0TGBgo7UQJgJSBiWyWuXN7yhRiQu/j0G+cnDLNrEa0DOcAM3Xd4Xeun79iyuzYsYPVGiBlYFqq16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</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 8.524.098,12 euros que supone el 81,09% 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 9.163,62 euros, lo que supone un 0,09% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de medio 1,0353 millones de euros en conce epto de compra, el 10,22% del patrimonio medio, y por importe medio de 1,00 23 millones de euros en concepto de venta, que supone un 9,89% del patrimon io medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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.
  
 Continuamos con niveles de exposici&#243;n en renta variable elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 15,77% durante el periodo y en los &#250;ltimos doce meses ha sido del 20,02%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 11,21%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 0,04%.
  
  
 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 14,29% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 18 participes, lo que supone una variaci&#243;n del 31,03%.   La rentabilidad neta de la IIC durante el periodo ha sido del 11,21%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,78%. 
  
 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 11,21%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 CAMECO,NUSCALE,OKLO,INNODATA,COREWEAVE,UIPATH,BIG BEAR,ORACLE,SERVE ROBOTICS,RIGETTI,ALPHABET, ?.entre otras?.
 Algunas de las compa&#241;&#237;as que se han vendido:
 ALTIMMUNE,AEDAS HOME, RUBRIK,......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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre mini Dow Jones, Futuros sobre mini Nasdaq, Futuros sobre mini S&#38;amp;P que han proporcionado un resultado global de -42.899,15 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 17,51%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 1,02 millones de euros, que supone un 5,26% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,88%.
  
  
 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 19,06%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 4,78%. 
 La beta de GVC Gaesco Crossover momentum Rv Rf, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 3,42.
 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 0,80 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Muy previsiblemente continuaremos con niveles de inversi&#243;n elevados en renta variable durante los pr&#243;ximos meses dada la todav&#237;a descorrelaci&#243;n entre cotizaciones y valoraciones, con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo. La tipolog&#237;a de empresas y la selecci&#243;n geogr&#225;fica deber&#237;a traducirse en la obtenci&#243;n de una rentabilidad superior a la del mercado en el largo plazo.
 Si bien es cierto, que en el 2026 se presentan grandes incertidumbres geopol&#237;ticas, que podr&#237;an afectar el crecimiento mundial. 
 La estructura de cartera del fondo , esta adaptada a estos posibles escenarios que planteamos.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
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<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSSOVER RV ZONA E</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2022-12-23</iic-com:FechaRegistroCompartimiento>
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<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S22025_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
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</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">La exposici&#243;n a renta variable (RV) ser&#225; como m&#237;nimo del 75% y hasta el 100% del patrimonio en valores de RV emitidos por empresas de pa&#237;ses OCDE, con un sesgo ( m&#225;s del 50% del patrimonio y m&#225;s del 60% de la exposici&#243;n a RV) en la Zona Euro. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la renta fija (RF) ser&#225; como m&#225;ximo del 25% en valores de RF p&#250;blica o privada, de emisores de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 5 a&#241;os. No habr&#225; inversi&#243;n en pa&#237;ses emergentes. La exposici&#243;n al riesgo divisa ser&#225; inferior al 30%. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
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<iic-com-fon:DatosGeneralesClase>
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<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3494.36</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">21</iic-com-fon:NumeroParticipes>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">37215</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">59249</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13.0349</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.5317</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">11.3658</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8749</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.20</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">1.13</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.20</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">2.93</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_dpq3" unitRef="pure">8.60</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">15.10</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.56</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-18</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.16</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.39</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-11</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">9.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">11.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">20.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">15.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">11.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">11.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER RV ZONA EURO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">9.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">9.33</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">22.56</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">11.50</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">10.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">6.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">6.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">6.94</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">7.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">7.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.75</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">5.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.62</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.10</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
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<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
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gcK98FOff9eEwfpvSH0qreQ2efP7dxiirW1Td1z4MELN15Tfm0/iBPp2KIZUfgBi6z0cN3Ata+t0/KnyjuDJqbmx0cHGRkZBgfJSUlMzPpPUxGRgZIQ3GHQH7IvH/PK556NqRdNijf8QpOHOXXlVVbJ27vzHCsOFa+C7P0rFN9rSpKzcqX3nSxd76Q9P7Zq05MXKgxvNNdNCZOsB0ojGp7RwcPmrDG1TswJ68/NwY/RdwZYzWTJk1KTe1ybMbHxwdsefpdTFMTSENxh0AGpuBDRedMx6E9Hf1P8xHLrH0tLZ9H86WZpGZucPfd7Rvkkl/YX5nmtrYBJoH8SoobG41SMudSXXQTv63+PXXLarKMptjaU6Ex6esU+3DPOWWR5swVx1TOvBjeSW9YUAWsB7Lc4yuqxCg0kBh4ccNPsdzr6up0dHTWrVvXW9z5+fmZCiclJYFKmJubw780BMKA5h29/eDDoe61+6ge62z5j42ffn2F39U1XI6JM07NaPr8g67lRFgU+21D9gt6uqGxzFJQVbXa1TustIwFgWNF4kbDF2GRkc2JwgtiyUBPuzP3Hn0iu+0y6H3JrmF9Phf5e/nRbt9hw+CBrTOfzUBTIa/GJMyxd/7SOXZ34wn2l4o7oL6+npeXFw7LQCDDYJ3C7S0HHgx1r52HHrGLKJRX1v36Ck8nUMehiRxIAvpH8eFuxiayHbg1/rzeBd9Qpk2k3DwuNGGTp59KYBifHamh9fffgthk5RwLjWLuRI/oufjGCK8+ySYsr3rWYMRP+gLrMW5Ay/1CZKxhZzQPcHYk2e8XifvJkyfz8/Nra2vv37+/fv16RqaWllb3A1VtbW0o7hDIwBy/bmGN8x7qXpvUdbjFlfOLBjuWvWyXNuvsff8NbnHNwAhiKSVNTXv9gmk9vOD2yUG/UEHNu8JaBrscmW1bk7RMNiR+g7svMjtnvoNravWITesc9hDPnfikngMyDFbuuR6VkL14x1V2EcX1indG/Ns3I/tyDWi5zyY5ueQXWuN92YQV0PaBIy/uLN/DyMThcGJiYoKCgjt37nz3rutJbmVlpZycHBcXF3gHEg/FHQIZGHCz7+wTM8jCNS0tp8Loj/suPUBMXKiR+bZokDvOfWDBb4lZ/NDyf6ztp7Y2bjSxo3PIxTrzzcCFtzh5ip58JPbQfCbGvme+QWqarJObAIYs4+QeW175n0+ga/+D8oOnqa3tTnyyJNV5eLtrBIdjc5gnIImtPZWbX/qP/K2ZK476hb0e8W8fRQvmHFDcJ+LsM2rqLLFeKmcGmoEDFzFBIKOO1ftuRMRnDrJwRk0tOxLvXVRc2tS0ePvVxLTBzoYcr2suiCJOuGvS59bU7PxPza2DOU5ufYNo5/O923FJj5NS+1T/zZ7+jPRivOOqK4by2i8F6bMhv5l6fxMdhHAUcJzJePvCj40rXbyUArrGbYxSM1va24fRjK3t7QyHMFMJ1IeJw/GHLIShWPSKVc0vpVbf0CSndm/pzms/49sne0Wy/0DcKVXNLTefYvuM1QfFHQIZvTAtR2rtlLbgkrI+55AEFZfy25FYEbht3v5TH5iFxg4UW1n5tD7WoetGnv22gYZ3EOtZXbWzhqZId0uc94V7Nt0l+eaq2hB8B1PbkJKyf9x8GOMqfUaZqPzUDBSWUfUpFnayRx9d0kGwIfAiZCdGgeb2dqDppU2f5ju6Ajn+3N5hn5s/BU837Zvb2lgR+Nz6+mE044XIWBEKrbqlhQOJ50TimYJZD+rmhuqSXl3bM6e2vpFdRKGjo+Nf1Xv/KNz6Gd++W0ACq+1A4s6FIpRW1yuefD7APEgo7hDIaKTn4sZjYVEzSU5A1jlR+CtR8X38d97kHgyOiCorBwYd0FD3kIGmuv+17KjmFVOQyMkrYX1k9iIlXdgYNUVWE9wraD1Gcwgrviso+9K59hJImEdg/OA0NA6IIEhgc97J+/UhKO/poenozhQzauoEbHBq96weGJG3mxHWdnYJtLyCCTgKD5oA0lox8UC5QAL0ZgIYSmZNbXR5BT+GFFhcOoxmPBcRq5NAHzYZZ0ecRXJC/uhhb28mdNrIPXNc/eIk158FCc/ABPfBtc9QCYxIYelf3EFPz4kicIkrsczeh3EIhOIOgYwZGho/sc6W7/54JSoOCJ8gliyEpQCVBzleBR9WuX573HozNulmZ8QGYPOy2uLsvPqN8wDsTR4JZU5RxfHz1A1snLnMUY55+dIEx/Hz9q/ee1PrsR2QfiBeoCSKEsAzR3mQ4/6g+3mSnMoYP+nTlRUwmYEeFX5s3OcXDGp4/ZXDM0snxVsWohSa/Tv6DBk+OxJ/5xLQsk+fjoZ2+UtZ5eLFisRxo4kziA5WPxrK7xMJqrN3If0G6Gly2pnwaPA+1FEdUG2me6VF2y6rDHqt6fCIjM8ClntbPzP9q5tbQJczWVazrKK2Y8DVAFDcIZDRRX5R+ZRFmt0fgS2sl5S2xyfwxes0YNVKUV0fJL7m77EaXtbJ/UinIAJhZbPFGjh1WXNBkamfPrUs2nYlPK5r+D4sNkNAar+euePCLZd2HNIFhdOqa8RITsBIX7rz2sFLJhtV7249oGOJ8z5xgx7piegc+sPattFXSxL9PpSAdEp1zQJHtz5UpqQUyDc41+GQyJlmGFOM55WHKKkdV7nRBNAh8duROFCE3gMvPoUfLDOzT4VHb/LyW9dp4w+Jlk5pLmvqmvVvlp613NnTIj178Ef40NgE+hWmzP80H9m7h//UH0BiWi6rDba5re+4uAUfG2eRHEEP/UP3zlDcIZDRBfhvL9p+pfvjHIpz4tfBYikHF7qdiyEDNWT4sQLGMtAsj86IDZL2zhw2uDvErimGHGKK4bGZPPPVu0dmfUKSpDddAIn7hsT5SjfZENiKT80CWDKHqOKcdWe2aTw8ddPyr+VHwUduceW18jcRJL+Bq8oG7hUQuOkEB4bMACWdgme23MEm49SMiThKRGn5BnffTbfNcI7BfmHJm9TucyDxuomvO/sq8gBneZmWpeQfMuTBjeIS0O11fyTn5o23IwG5DyopG3jHO3HJjBsjcMPR8wgMQL+YnP7+p/4AQGfMamn3sZ/lYOk1tRJk2oylR354HCjuEMjowjs4cevXFUxRZRWcaHx+w8furXrJKZrBEbPJTlHlFeDjTJLjRJx9chVd/Rc7e3DbYM+gu6b9sdhgzQOjWCztTpO6FMrNP+6/Q/R4QKYo9ym7r/5lhQPmLQcKn11WJTBvP+hR7KiBs1Ydv/kEwyupymuGPoqmDVDPwo+N4F4hq7Y2obKq24oH6sn01De7ro4VieO1xIAeCBjCcmeeu/jGMLyycCEJcy8+W6uPFMLSxb2trX3Xkccosj/TiVzzC3f3Hwa6PzSCw2VpHkyZGz18nyQNNG3Gs+DDIpo7Y/3n0+S03n0VaKjuxyE/rXd/x/oKXdvS91SlmPJKaTKtZ/cPxR0CGRtgHYM0LhnTTW8kAZjG8n0ZrSIUpztxSZu9/IA0c6OI5Z/ogw+rXb15bXDq1nQ9AgLEYou74+jHYoUR/uo/Fhx50kv0s+Q0Ai1EUP32Jnu3Tr3zuRIdzzpbnkNEMSD8Nb+Uuhna41NzC6ctTsnafoB6Ut7lbfZiFmKght0jIW/r64Ga/0V04ETiWQyskNk57Ej8OtV7wVFp5ZV1k2U1pWxIAhtOc4opvyTTp+U4+8Swiyg8NKas3KO989C3oHRhpWVr3Ya8pEs5IBT/ltlpokVGNp8d+Un/g+8HgsJAbUXINMYFMt0xFBZXcooq/YJxOTZzdGVz356FAj6USGOpy3dpQXGHQMYGpkj3wAi6UWlg7XxVFwX+2wIYsnN+QZ8Dq4dDIk+ERgli7SXtnUEHwCizzt2H3xq7UR8N0glv8oHlrmhJYbXCTPi6lh0Y7OOtsdxoEj+ayKb7UtmDHoX5emzCLp+gpxZO15/Y1TU0sQnLO3nRF9yzIXB7zAgDVHifX/CaXporYe8c+9WXb1hp+TS8Az8GnI7Eom95LiRypYsXYyZ+B7DxRRWtOgf3FU8+p7jRR7EtMJ4Lt1y6qIPgn6sOVL7nQMR8B9ehticPmphUxTz3kZj7HnQw6Df9TpsRo9CEMBTBzjsJq8w3J3s4gwR3G/cMScv+u/azfwnFZdVsZsiSTn9cvXHJL+S5Z7x5vw4UdwhkbCC65tSpm5ab1e9ziinuv2CYXFW9sK+Hkwy0YxIWOrldi05Iqa4RxHSFZANaNtMAMfuRBUhP3HiGzQItY4DiNLTmsO6aV6djROK2xWkEhYsTHFkMba53TqyMLCtf7tI1TL/TO4BDRsM3NLmquYUDgdtk3PeEvLaODmCSb/b0672I9C+io3l6FiPtnFew2zcIm5MrTnRiNUVwIPGL8I7TFh9+m0d/+so/V+26HubaI/TF+7Z65g4yWy/zzFHZoHRH/bzhJrX7/FJqdQ2NXWLX2DSd4DCkxvzU1saFJvTuF9s7OoBed9ewN1woQsWnT9xoYnNb27PXaTdiv80rFVt7CvR8p29Z/uxfAritYTOxLfzY+J1Sl5QyLudOfDLHE4v3BWVQ3CGQsYHw6hNHrppJb7pw7o51Qspbj4KiHd4B/RV+/jptIpZik8U8QfAfNFXYlP5XYj1yl80EwW6O4tC3BiqfW1eflVMkq3ybpzMKxGW/cBYDK6/CDyANtAzILlDDe/FJILHw0MOMnILX1TX8CPwKA1SfZy9t+kSfdonAMwnQl851Q8ZfwwMBDT0bQZ9MmZCaO27LWSUXv/XXjNmEFUrK6E5jFm2/Al66JpSnFo7c4sqTFmocuWZ214Agp3ZP87Jpz2VcDPcGTCdSCgj1LPjQX/tk1dZJ2PftcuBWXJJecmqfmxo/fx7XeSIeO+I4O5J6YFjP2ZPrFG8HR6X9gl9CTd1HNkOb9w0N3Tmt7e0sCFxi57ONc5ExnBf06huaoLhDIGODGUuP7Dz0iENE8fNnxjSYjCOh/UbIRGa/5bMj9fz/Mzhn7yWsb1NRXc9ii+MysmV/avn3PVM2UyQiO4fsGs629bwAkj7SYpqQymWN7V6xKW7vrBYYdi8hWZjs5PCeHvZTNzGFB0mQfoHo8+zhpeUCWNJssuO34Q6X0FkrjymdfP4qI/tEWJcbxWsxCYzR7ZDotEkymjTvaNWzBgs2X6yqoVfbyNZlksxBU5Q7guzPNlueU0zpY+MnAi0EmPC3n+PXyt8M67HUlhtNaPh+9ogQjmKYkt5f+4B+a2uv5wEMmOxxBh2dAzJpNbWM0XarrBwZJ/ctXn6Wmd+mTv6yKIagHdgMrHLqvs0NBbcRbEjcdKKDgn+IKNmJbeu5jkH4u4fiDoGMCoTmH1j+n9aSHVcZH+U8/bb1I08AIMFsSHxvbwR6HqGT9G2i09+xWmP3fV0synVa92Z4rBHFj/3CE2lrurh7Fn7gQhO6R3WfJqcqBYRcjor718P3aEjUcmePtW7ei7BUkRe2fY7JYHJyZxAcVrp4Ldh0UXL92Zz3xTpG5Dn/nOaZo3wvJEYI2zVMNMeedqbTcvcIiJ+18rgNwXfpzmsxSV13G/Epb4G1jrYPMEG48cxRGidBD0rnGZgwYcGBSzoIhZPPHDwie4r7Ypr7XKrLu/qu/owfQzbtJ4LouYhYUH61a9/PYEH3w6jVd8ZySwtoT3JuHrgoRs7V6HhZmjvI6S7DK6n6a3zlt7R+Zn3+KrPmm+vm8k+fJuHt/yY6CGDJ4I5NYM3xwRwHijsEMioANjtQwHN3u7y7zCQ5xnROduwT4tv3PHZ9xFDGhCXwGtlaB0TzG38zugVPPeQ1Q+2yILIjcECz6MJaUcmKwHevgfTutHPVg8LAO1DtKXgqJwq/leQqZNKH5b7CxZMFgdvo6Vvf0sIurPDX8qOss+V3HNQFNrjE+jP6tMB5Dq659fXXYxM2uPsGdboNoLiFT5HVZJ0lzyYsX1TS9bi1pLyGe46yk1dUeWXdfUOiROea/qiEbB4JFWefmLXyt/ZfMGaUBEa9FMWZG0WYTnDA5rxb4+YdXFzKjSKaZ/QxdA46PM3g8J0+gT5FfVvZhLfv9wcxu2SJr6gSxFKuxyTs+TrnUj8lfRLO3rvwQ/dQicC8/b/ml9De3sHyxKKnx+Pc+gZG6CXA+8Iy4VUnoLhDIGMDoB18c9VYZu87cvUl/Q9c3wBszwEcIebVfzRI7cNBWHBaDoc56rCN4xR96+5M+/BkVivMZAs7NgROr3Oc5HVVDTBUuwukVdfMd3AF9wp345OEyU73E5KlHFx32DlyGtn0PoUU1SWwuLSpra26tkFI+kBFVR1QYW5xZa+gBMVTz5FuoaBvcMzL50IR5tg7v+kcW0CS/dUvGIbFZdzVJ/SUMLbZ8j6hyT0PHhGfxSas0NbWTvOOBj1B6+e2D6VVQNwXkZzZUfhLkXHsSAIXmmiblQPqb9bDcgem91yqK7hpAPcrW7z8u0W5N275Rbt8mV2yAAsd9Kad9n6X5U7LK+BA4Ym57xkfwS0FuMZf9ntg0TNLKP/mMjO56ttyquT09zJbL0Nxh0DGAD7BSdziSuMkVBiSB96tMt4M8DR1API+VNBH222wAt8b3ey65qxmSB4E/l58EiOntYcT3dqWVgEMWdrRzTm/UAhLZjhyMfaO4H1hxXT8oo+NbEgcsI4/NjUbWjtLbqCb262tbTNXHIuMzzp109IC5w00kZKbx4HEj0MTGzsHyk2Qbhfv9zHCwyWm5O7/nRfJyup6M3TXyqPpSw4XfKjwDk78a+nRebYkUENwHyBBdQGy/jgxZRya9Pz1t8ebb+vq+exIoOM5HBIxnUB9U9evF8mQkrJ17l3ODJrb2rZ4B+z2CWJF4hY6uZ4IjXLO+zb/p6zpU/fNjatf7A7NR7/sJ8H6yCyih6+0sNIuv5tfOh9g9Bm4dSTFnSlMBwMXF5fFixfz8fGtX7++O0B275geUNwhkG78wpLn/XvBjvpNzTd7+iv4Bw/jUPUNTewPTCabIFDO362+AcpLdY/0fZtf8anvpTGsCBwLApdUVc2OxAPblj6WEpsyzpDZcn9X3yBCpgE1Z5m1D7xW7PousNqdF/hHpvYTcRS95NSJWArfVwc4j19Sbz/H9z7pf4cevc7M6+9a5FTvrdpzHVj3UxYdmvDQfDqRvjjrbEQM6DM0QyIm46nnImPAq9u2lXFyB8K9ytULXMIA/t/dC4omfH0qALoEhn8bYYpTdfNA4ciNEa599k8/CbZHLwPyvwVd6Tl1CnQzuwYXPGuEw+zt3r07Pj7+48eP+vr6CxYs6LMMFHcIpJvU7HySSyjT3/VoaCQiO2cYR+vo6GAVlh8vpZaY9m5IO37u6PjcaaUCuzugmD4P3TvlDZcxs5zFV1QtoXkAg5pdWIFDWHGt/E0mBbykg5hLdTkWGjUFT2U4ZK+oquOVVD1589VQr2Wjyp0ZS4/cfIoFh5393JYxj+VGbOJ4DIkTRQR2+i7fQJ6vUyQDi0v/9fDNa/g4Dk1Y6uwxwGFB/zQZ17XyNrSEvvZVysG1v6ev3aic1dczc/hlvwqOhy893+b3HDVSDexy4nbpPkJ684XfIO7dVFVVCQkJQXGHQAZm4sKDQDgOXvouHNJev2DnHwUj7Y9/FG4t2XG1sal5eLvv9Q1+2+mgMeptAXuvB6q+RcXgriIsNoNPUo1PUnXF7u8sd5xj8IGLRmIUZyDrBl/nKcan5E5ddAg7oOfxPsE4BHKIKBYWVwZHpU17ZCFhT3cZn15da5SW/jDp9dGwiG1e/t2rc6nv8hX9Q0B6PJa8tf9ZRl++OsBhjLdgcnI1gsNXu3r96/mDsCR/Lz9minL/Zb8KzgemTlnfumfbrBzuK09BxwnSp269umdA+J3irqure+zYse4yQOgnTpyooKBQWFgIxR0C+SbuCw7uOPTowve3/MCcDCst+70VyyquYDNDMmUCE1IlIJRAC5myWFNs7SkLjFfPrYa2LjOWHdEIDpN2dPMu/PC+sEz8n9Nz1p1RPPV8GBVo+tSyfLdWS+vnjJxCwdvG8773QIDNyV3j6g0sd4ZfnW5XAXfiku7EJw985OkEh+LGJoPUdHCTcSoi2uF9/sBxvd0D4njmKLe1tf+yxud+8JKU+m2K/Z2YRLZzj7nFlacuPiwwT907OPG3ibutre2yZcvqv3fQXFZWdvXqVTk5OabCSUlJoBLm5ubwfw75f4jg/P3rFG/fN/xuXqOUg0tGTe3vrVhpXQOLBZop0zIze+4LBI+EypRFmqv33mD+L6e/B2revb4mLiVHSPoAt7jKUS2z/6UmldX1E2UOMk3pd3yfv8DJbSqByvBJqZeceisuaZAHXEzziCmvmICxn0GgGqf+OFbt9CWHVc8a/srGH6djikn+Nhtqi6vPuAcvD140Xqd0a6PKXdAgv0fcTUxMpKWlKyr6mKJbV1fHz88PLXfIH09pU9M0gv0EHGU2yWngkjxzVBZtv2pk69IzcwqeyjBIfyPNbW0s1himlZBAQ0Xvvtx24IGuiT3NO5p5l5ZWTlHFSTIHGR+jErJX7b1+SQfxEuX2v9SE4WUMmPA9M8GdgSiFBlqYA0UAzaXgH3wpqu+gdyXl1Xf1CaXl35yIyTp5zCI7TSFQB1kB6c0XU/p/8Psz4NMxtYn75pr4kHvAzKsvhnqQERb3x48fS0lJlZSU9C5ZU1Nz69atdevWQXGH/PHcjk8So9C2eQf2nLnh6Blpivxu3Bbc6bOLyANrF0X5NkzcQQ+CgWsbxPrynw2LLe7j92P3Gz18BW4ZZeQU9qtKkqqTZbvE3SsocZvGwxGpCYeoYlp2fs8c+3d5/BjSteh4/ZQMbjRxmbNnz5mRPbn1DA/6BmKP6UOnI2Ik7F3AEQZ59l/gw52J8fdNzaK/DS7ttfeYf/vlrxN3lu/pM7Oh0/cFIy0oKLhz5853795BcYf82VS3tPDZEZ92eqeaTXY6GxlzvzNM877jTxduucQ04DBeSh0Y708tHM9FxFA6F7u/r2/g7Wv16a+H1cquqLKmZ85aFy/WvZcHGH2eKKMxWaYrRiDJJUz1rMGI1AS0G5Pt/LaungtF0EtK7bTE3Sfh7XuGNPnO4nxJldlyCUn2H96pa+sbx89T/8UtL6jz0jD8243IRjvHNXrWv9pyHymguEP+GKwysqWoXcMsq129uVFEJf/Q49fNJ8ocnC/33SS2nPfFM1Yen6J6kw2BBy/Gk8CADyUb3H1Hw4WwvUKn5n23iH863n76pnMD7FJV0zBxoUbTp5aktHdWeO9TN0fGQe6/qvcCIrqGKcguYaXl9C4nvLSspqUFJGScPHouuGXiqJaZ/ImnN59ih3Fej8CEKbKaExce/MUtP+GB6Q3/iKbPXWFUZ+pZzrsy5KjcUNwhkBFjn18IHz3cM/5MaPT+80ZKZ17MssBy2GBEjZDLdV6xadyetfI7l08eAfHsFugjoVErXbxuxCaci4wt/9Ssl5x6/Ktjxd8LhxkyPON998d3dQ1sCNyqvdcH2OXz5zYOUUV79wieOcrPXjneeIIdkZoon37BCOhBH/mZq2pHDex9t9R7Lx0jkuiakyKrT2peMZXaeH4Y58XTQsARtB7/anXiNkGwIHCHv7oFnWeBlTfBQXGHQH4b8x1cFf1Dnianxqe+5RZTEpinzvLAlEXXbLIJapohgvWxGZC8nuVRlAAOc9QWT3+wl0dB0TbvAGlHVxYkbhjxoH8GXKZI94RvczZCS8vEMNS9x54MvBevpCrROYRdRAEYy08tHEekJmduW1lguiKKjJNQQdsPyjeDvpWzoPSBSQs1HDwi+KXUausbh3peFMX/8NWXv77l18rflKd5W2R0zYacY4E9YkMd6kGguEMgI8ZcqgvDU6tPSNJmdR2QmLrmxNT/rvC8RPIZ2IjgHThEFbJzv/m0AhYolzV2Mt7+ZHh0SEkZF4q4yMkjvLR8lFwOj5HtoSfootIuP46WGdlr0dQfjrRMX3LYwNqZR0JZ/sRTfWvnEanJfUPiAyN66DuFk89AG9oS/Qazl64J5Z5B19OLqYsOWWK9hnre56+ctPV+gzRtUL6jRPM2+eoZbbY55hxqyC0JxR0C+Z8oafwWE0cQS2aMAlvivE/eoC+4l950Ydm+GywILIsthhtFEHpu5e4fv4TmwYiq88KSxm6L48OQbsUltXV0ALOdA4Wva20dJZfG/cKKY/XRF1bOQcWlLJ3OZ6RM7C4/RP6gh9t47uJ92xlLjwqvOtGnS5lhcEkHMV/uwn19IruwAuvsfWZoD9DCmTlFA+91VRdlaNP18OOePkHrMaa5eWhtq/XYDnxHv77lgWWg7OSt/3WV7/SX6BsETyjuEMivAwgxMLevRCV86YwG1+3qRPHU84s69EWny/7T2nrgAf9dQ95bxqxIHLcNltUWy4bAuaTkOHlFXdKz40TgOZD4Z52eeNNraqfgqR2j5upWu3rLaRnbu0e4FRRt8fRLrKhcckDn9C2rgfdavktL8eTzSTIHJ8lovu4xZP+/4Bf2WnDBAU4xJS4xZS5xJWCSC0kf6Bbu/jiqZdY9SQYUBr0Cr6TqkM576IrpIIeARpYdmroqDl5PvoYDnPQSpUv1G+pBoLhDIMPndlySEIYyrXM5THpt7UxS1xDzkp1d65JuPcfrW3eZfilV1awInOB5PdbH5jvuW05YoKGobTYJRRTAkvuL6vl7EcSRgbWujHc1TM24FEX3zbtW/mZI9A/iiAJZZxNW2HZQl0NEoelTywjW58pD5HgpdX4ptSsPUdxzlBGkH+idwslnjp5dj6Y7Ojqycz9IrD8zpDOu2nuj+0Hur2T3ET01qufDxK4JQgIvUcauQ/YSCsUdAhk+ZulZZyJieDHEBY5u/HYkISyZkT9lkeaH0qre5X0/lLR3dAg8NNuph+AQVRTac3UqijSVQL2fkDwKr660qUnYFH0C47LWzft6Z9xRINxllT/wi5D5tsg7KAHrGMQpqjiy9Wlra79wz1ZQer/GRWPQc/SeM8OEXI8JlF86I6IAe3/gXT5/nX0IKCqpHCeh4hWU+OtbHnRL6hSPu1+d5PCZoRA+Q55ABcUdAhk+4O+nm5ii4B8yk+zIjSIyFqNGJ2ZzDKhrfz22lNU2WrT18owTuiJ4h09tbaNhPWqfzH+J3WBJ4kDio8oqst4WAZN8kDsCm90//PWI1+fWM5zA/P3TFh/mm6tmbkcfhq5raOqO78HEkh1XE1Jze+aA/qa1h3wzAax7LjGl2NddzpZNkW6DDGg34qieNdhPdu8O5M1tjqKEDLmPgeIOgQzrF/sm91ho5L+efoy4RYmVVUdDu2yryPis5bu0BthX4qn11FOPnL1jgOF/tlew5lHFUgu89DNr1icW/yjcXrHn+iDDRPw8MnOK7jwnSKw/I/7P6eev6H57vEMS++tKJyzQSEr/bkn8jKVH+ryj6oZdRGHx9iuMNNk1TOWM/m+5zOW7tfiP3N+C7hrl43iF9opJh+IOgfwKOFAEXjsSnx25t7dYe/eIgZ3cLjVAcWje8QlJ0opJ6M8jyihhrRVRQh/BettQSHo/r4TKoSumo6Ri3dMcrfDebLPlO/q69RknoVJc9p2Uy2y9nJz+vr9jdjo+U9pyQIfx0Zboe/y6xW+5uqdm1EnHHy636JprxGZlF5mSC8UdAvnptHd0cKDwVc0t7EhCSI9YlwyMbF0YcRX6Q+4ljk1bfwnNY4WLp11O7mi+0q0I6t9Pbdi1n5+48ar1c9tQpxL+PAxtXC7eR8huu8wrqcozR6Wiir684PJD5N2vgSxAbTlFFZlEf+byY0a2rv0ds7SiZtLCgws2X+z+Hq88RP2uC5TTR61F2G/y9J9GoLLY4tL7d9YGxR0CGTEqm5sn4uhxOEXIThG9omoAHXxsaj/A7jtf4tn0rfkxpHF2xMH7JvwtyNvRJj+3mq1nNezQTj8Ja4LPlv064GbixHULsbWnU7PoPiOX7dLarqHLKFBSXjNt8WGmvfYdf2JL6ttvj8oZfXAQifVnBObtZ+Q8MCIz+dn/lWw3wvAh8HOoziIUJ65nr/KLhry0DYo7BDJksmrr5lL7nWQttfG8th56gN1Xv8QCW8yn8MPov9KDBLfxL6wX6iNHW8UItJCNKne3H6S7FJZTvcd4eDvv3/NbD+h8KK1KSssNiUqT3nSRaa/+FiUBM5911j43v7iVe67zSKiUVtBnBF17hDYYoRW2w2CPKX4cAidOcX6VkT110aEfTlKC4g6BjABhpfTAyv2L+zmGIdkfRiTvDdeMx8SVnnHw5tG3Xm086v6ezj4xi3dcZcSeXb5L69Yzul+t6UuOrFe6vf2gLutseWCDb1C+w7QXEGvQH6S/YX5MAuxibnFlQxvnbRoPhFedAN8gyDx54xW4P/hdF6hkRuKxxf2Ns38QHDN+nnp9QxMUdwjkp0PLK9jr18c/52NTs4tPLM8cZaawQWOX666BXEY22yyIo61iwFSfs+7MVV36mPhRLbOzt61nrjjGJiwvu+2y5PqzhjYu8+XOK5xkfqyNdwrhElN+aExmyo+Mz5osq3nmtpXqWYPI+ExwEJCpft6Q6Bz6uy7wgJU9ty2O2wwlqHaTXVh+gBmcIy/uTGE6GLi4uCxevJiPj2/9+vWpqV2L7qqqqjZt2sTNzb158+bq6moo7pCxS3tHR2t7+7nI2DV9We4U13B2EXm+uap/zPXq+YSzm9qq2jiMtorRfa6JKjG8TmIdg3YeejRhwYGt+3WmLjrEIapY8KGcS1xJZutlZnvfN4Zttrwljvm7o3pEgL6BW1xprfzNho+f+OaqtbW1/3fokZt/3O+6wCO2Dpw2WN5XGD75a1MXHxrGEUY4zN7u3bvj4+M/fvyor6+/YMECRqa2tvaxY8eAxIP369evQ3GHjC0eJacudvYg5L5v6+hg+M/6m+jYZzhmC4zniRsWf9K16zgHsFhjdtk5jbaK0SfDiCma2dGXL4XFZvy9/Nj2gw/r6htZZ8uvkb8JpJlTVDEm8U1vC1149cneI+mzVp5Yp3j7xI1XDHcFXGKKHCIKM5Ye/Y3ifhrtzGplx/4SeRY7zAi0Ix8gu9taFxISYqQlJSUzM+m+KzMyMkAaijtkbLGE5jEFby9NoT2IiBMh04KLSzmQ+JjyPkLAr5W/pWNE+pOu3SnzLYst9r4NbRTWbbKsJmM2S2FJJbuwAmNO+so91xlD7Z/7GcfQNaHc1e+aLtnY1Cy5/tzCLRfHSahaYL45BI5KzAZlJsscDOzhveAXcxnnzmqFAeJ+jew1vCP8LHHX1dUFdjojzcfH19REfxoA3kEaijtkbMFjiRn332VWG4ygCWKbN91HoJynX1VzHy6x5sudp7iF/UnX7ltUPMUaF/ATHAn87xQWV376+i2IrT2tft4QJGrrGusGDMrxEuV+4b4tI52c8V5w/n5uceUVu7RH29XdJHuzWmPZzJB3HfyGd4SfIu62trbLli2rr6/vLe78/PxMhZOSkkAlzM3NoYhARiGJlVWstrgNh3RZDKw4bbHyfgM555u96sT7wjLYaL+eoMiU3nNg+gTjEMiYYwOguIUrnHwmu+2ynNr90XZFDxz8WKwxbBYoPZeg0SLuJiYm0tLSFRXfblrhsAxk7BJbXsnx9FVxWfVLjKfAK4xZemZ/Jdva2rnElIYxqwHyK3HxjdlzlB4pUP7EU765qgcuGJ+4YXHujs1oq+czlyAWGyDuaGOvYfocHmFxf/z4sZSUVElJSc9MLS2t7geq2traUNwho4qBfY4bhcaxXn8BEk5eUfuOP2VkpmTlhcV2BReVWH8mIJw+MptfVD59yRHYnqOc4Ki0v5Ydkdl6adaKY7uP6PmPyhEnupXsGcZig2W1RFsHDNO13AhMhew5IZIps6GhAWRWVlbKyclxcXGBdyDxUNwhv5f29g4nL3pc+YaPn/jnqi/adqW/kgeDw7c7eU65bcwQhRlLDx+/Th8/3KKuA9QBJLyDEjnFlPBO9HjWGpeMJ8kchM07ynHzi2MXURBedZJNWGE0L0ew9o9msQXibocPT/o9lvtIAcUd8suorK5nmbWvo6MD3J5PltU8cLGPxaIRZWXT8FQOJIEVgZunS4+G+jrjPbiLn//vedAlsAnLr9xDn9SrZ0YVWX1S7J9Ti7Zfmbro0G9c8wIZJI1NzfbuEeDdFOk+muuJDU5gQeBYreycYoYZpQuKO+T/Hbn5pewi8hyiiuzC8i+saDsPPepdhpybJ0qhXYlOmIggyJjSf5yFxZVcYooss/eBl+iak5Ibzn7pXM6+QfmOwLz90xcfHiehAroN2LyQEcE+Ipm+qMIa45OcDcUdAhkUUQnZ4yRVJsocRFMDI+OzVu3tY2GdcVrmxc6ooXtPPrv+BPOFPobTxDJbvryy9vRNS/ljT4GUg8wbT7CMRZL3DUk8nTkQyIjgFJvKYotlscZGZL6D4g6BDApXv1ihBQcYa9Oz3hYxbHAX3xjtx/QfYUlZtUdgwuGQSJM0+sSYJTuu6VvRl/C0fm679KDLS3t7ewcw/EH57QcfIsn+XzpnTwvO3w/bFjJSuCRmsSCwQN9fvx+m91Ao7pD/dyBIftOWHFqneBukyyvrJstqgsTZOzazVtCX3RnauAhJHxBEEDg0bk9ddEhi/ZmMvuIknLjxilNMiVdCBXQVXzrnQdZ//ATbFjJShGe+Y9E1BeKeW1IJxR0CGRSPTO3n/XvhyDWzL52L1DlEFIxtXYENPln2YFp2/mFLe/Y7RmwG1ru1TIDus4so9Dd1vabuI9gaGpMBmxQy4mTlfmBdpMGCwJVV10Fxh0AGxcrd2nuPPWGkgcXNLizPKarEqazNelMfmOr/mGJZzJEs1pjmtjaf0KTx89QGOJTE+rNRidmwSSEjTkZOAdtCurh/bBzmHSEUd8j/O9TOGXTPWTwZFr1JH1Vd+5Ht8D0g6NwyGiKPLFkt7XitMIwCfUZehkB+NmXlNcvU77HY4j4Pd80zFHfIH4KBjQvjiSjNJ3rgKHcblO8ERdLnDuNy3nOiCEudPUFaxSOA09KO1QrDYoFiQWDHIfCwSSG/l8icfGC5D3t3KO6QP4S9x55MWUR/NLp4+1XpzgD27e0drX0tQZRYfybrbdHthKQ59s4HQyL47Uhbvf1B2reo+FBI5DZvfz4M6XBIBGxSyO/lTUEp6+E7UNwh/3+58hB17bEdkGyeOSp/rzjKIaq4eu8NkK9vRevTHwC/lFpFbQMrAj8eQ6pv/Tyd4DAZb8+FIkSUdgWYn4in3I1Pgg0L+b2Uldf8Lw4toLhDxjYpWfmcYopcYsrgHU8LWfqf1jFt8yU7roJNT8wducWVmQbNS8tr2IQVCj82/k107O+Yq1y97d/lwbaFjGmguEPGNmsVbm3TeNgzJze/dNbKY3bUwDO3rfjmqum9pHKJK09bfJixNTUrX3TNqYTKqsU0D9h6ECjuUNwho5Ha+kbuOUqJad+tz66qaeCRUAHmOXgXXXtK84rx8v+0+CTVQD7Y6hOStGW/jnfhh61e/rABIVDcobhDRiMxyTmia08yZba1tbMJy2/ReHD+ns1dfcKSHdeACT9z+XFtPfpvzJboe1TLDJuTqxEcDhsQAsUdijtkNGKCdOsOmUb/NReXKgWEHAqO4JynaoX3BjlE51CeOSpPzB2uPESC91dY70Xbr1y4b/soKZXhFwwCgeLeq8T3YToGk9lfNG0o7pDhsWKXtsI5fUb6YHCEEJY8HkMaZ0di1bNw8IiMLqu4EhXPJa5kbudpQ6Ab7As2XxSU3q9nRl3j5r3HNwg2IASK+0AS/8PMATQdijvkf2HTBQN2BH4KnipA13SiEI7yrr7BvaCIxwwtTnR8+jqNA0VYoHoX6xDoERAvs/XylEWaRSWVHV++gG4gs6YONiAEijsUd8gooqypaa9f8AZ3Xx4TBB+aOJPkuMs36GBIRFvnrMf0mtrJeHsg6/McXEXINCkHVzYkfhyaME5ChUNEERQo+tjIY0eEzQiB4j4C4i4kJDRx4kQFBYXCwkIo7pD/kZCSUm4UURBNZn2FtnqdUdnc3HNrXWsrJ4owk+g0jUA1Sc+ciKX86+k3zo7EOUd5vRLdzW92bZ0k1QU2IwSK+/8q7l3WVlnZ1atX5eTkmPKTkpJAJczNzeGXARkknoUfxj00Y115lMUW29LW3rsAMNsd3ueDRG1LKzeaeC4ydo69s9DG08qnX4DM8NLyNW7esBkhUNxHRtzpJlVdHT8/P7TcIf8Ln9vbjRNTOS4+Sc3Ok1K82daXuPNhSL5FxYw0EHedhNfCZKfxV54d7fTh7pxXsNcvGLYkBIr7yIh7TU3NrVu31q1bB8Ud8r8wm+S0kEgbd+LBIMsL4SiPk1PMM7I4X6KuPUJXNjeL2zsfC42CLQmB4t6vrPee4zhApqCg4M6dO9+9ewfFHTI88hs+XoyK50IR2ZH4WTeNB7nXP24+xNx3YN8JWAr4+La+gQ2BPxkOxR0Cxf2XAMUd8kOs07O40YRpaPK/do5rLhsOad/W9nZOFKHjy5fA4tLxdmQFvxDYnhAo7lDcIaMCDYwLy/lHbMLyu448ZkRAHRICWLKkvQv6zVuNIOh4AALFHYo75HczT+78ZFnN03hXbnP0Ij3rJ+bUDUp3rj1CD/U4s8iOHCjCKlcv6HgAAsUdivvYJqGy6mQYfXCZaSb42EJwnrrE+jN/nXvKYovdbU6kekROW3z4ibnDUI8jTqFNJdjzYUj34pPhbwMCxR2K+xjG6X0BBwq3xtWbG00Yo5fQ3NLKLa780JjCdkaXxcjmEMoxLbuAXVjBwNp5qIeaQ6EdCo6EvwoIFHco7mMeh/f50/AOk/FUnjEr7m/zSkTXnDJBurFZoEUvPrd3o4c2Xb3vxrNXTkM91NXoeAqMrwSB4g7F/Q/AJClNDk8DifEYcl1r61i8BO/gpLkndBFZb/jsSNUtLfA7hUCguP9/53N7x24MjfXIPV5JlXGmiPSa2rF4FYt3XGG1xrIj8RNxFPidQiBQ3Ec7FZ+aTdMzf+opjFIzOBC4OTeMzt2xYX9oZp87JkckeCRU+NCk3PoG57wC+HeFQKC4j2pEKTQOJH6cHemHJds7fdh2DOss25GOLDZYdaQjSLPpWVyJjB1zDVVeWTdhyaFxaOieFwKB4j4WmEVyfJCYwoMmfmprG7jktZh4FgRuEn5oIxJNbW2lTU0cTy1YrDGqKLq4T9LW1w6I6Nr6qYVbTKm9vWO0NUtHR4ehtbMt0Rek097km6LczFEesmp3xCg0+EeFQKC4j3Za29u50UTwPo/qGl1eMXDhu/HJx0Mjlzp7DOkU+8juLLY4VmuMKJlml/0W5Ey9+GyjJf1G4dYz7D0jEouJbWnlqBuCL6usZROWZxeWv/QAoXDyGYeIgsC8/bOUb6yF7nkhECjuv7k1i0vf1tUzZQLzvLala6YKMEJN07KA5Q7SImTavYSBVtM8SHgtgCHbZL35m+g4pGrwPDaffk7voi6yO2fxPfNFpphxEqrswgpyxx8D6Q9JzB5trZeRUyi18dwDY7LS6RdzN55z9YsBtZWnuM2hOsM/KgQCxf038La+PqmqRghH5kDiDwYz+y3ZHxQuQXWOr6w8EBTOiSQoBoYyxhmOhEaiOs3q/jgeFs2DJvoVFTM8Xg2SxqZmFitMSP53Ea/kTQlzjNHCq06onTecp3EPGPUWrqFDHZnRjkkUxJBPhUf/pGb0D38tp3ovICJl2S4t7jkq9R+bSK5ht+ISr0bHwz8qBALF/TcwFU/9i+C40NFNwS9ExtH9emziDAIVKHJj55D6Lp8goOmnw6P57EjAWp9BdNBNTAH5F6PiTNIGmjADlN3nQwlITMbbl3/6NMjKXH5F5TBFMGWeRTlPMbDZeehRaEz6uN2X2CxQM/Ze5RRVKi2vYSr5obTyFdartbWPhwHTCQ6LnTwU/IKBytf+hFnzhrYuGpeMCz5UcIsrT35szorAzXdwk/cLtocrjyAQKO6/eiShpja4tJTXjgyE+FJUXElTEwcKv8UrYL6TG68dqbq5BSgUCwInSqGtd/dBZr9NrqoGBSzS6UMid+OTHyWldB/K70PJuciY4JKyLgP88+dxdkRGxGegqr6dKs8gu65+Is5+FskxrfrbuLlnQZFN1huQmHjDQMgay1RPPUd/XgPrkzde5ReVsylrC9rgpqrdmiyrmZHDHNLWluLPNl+NV1LtvgER6Gx3fm1LCzsS79QZw4gVicuorRvZlnzzrph19r5zd22aW1rZRRSWOrrrvU4FHSE3iuDf49ohEMhPF3emiBwDZFZVVW3atImbm3vz5s3V1dV/krgLYMlsCDyvHRGodk3n+skJOIoszT2mvHKOvXNqdQ03mghk8URYNBsS79cpUsElpQyL/kVKunZMwpevMx23ePlzogl/ER12+waBj3EVVYto7oyzLHP2RL35NoATW1EJ5F4IRwY9R2t7V5A5zeAIcArQx7CaI03iXjPV09gvktUG+9CYXFPfKGiEmE12Mk/P4n5lR/KNYSp5hODOao0VlTvPLaY0dfGh7nzQb00jUCNKy1e4eIETJVVWj2xLxr3OGS+lfkybHkq3ovETO5JQ0tjEhSbwfu3hIBDIL7XcBxNmT1tb+9ixY0Diwfv169f/JHEXwlIqm5vbe6gPUGRuNKG2pXW1qzctv4Dx7BTYng8SXzNJlGVmtrx/CAeKAIzT5Kqao6GR2rGJQqC3QOLXuvmoB4bNc3RllLwZl/g4KbV7R3A0OU8//Nv3glhyaVPXcI2wge3kuyYSFBoQ8d6eBqISs1gs7Waa2QGBnoynLqF5gI6BzRb7CO3OVFLNksJpi/vXw/dOdALPymPd+SkV1QIW6OyaullkJz470ohb0/buEYqnnjPS12Lil7t4goSifwicBwmBjF5xl5SUzMykDy5nZGSA9B8j7sWNTVMJVKbMNa7ewHwGcg8M8DMRMQPMYiS8fb/VK2C+o4usk9vx0Ch5v2BcTi4rEmeSlgH0HYgvMettfhF9YMQoNeMfd5/uHYlv36sFhrn7x0kTaZFl5YxMzhdWHGuPj7tlyP6qj5Z8m1cyzgzNa0cCnQ0bEpdTVxddViFkiuLffLa04rth939eIGUR5HFoIheKwGKLLSip6upR8gpZHpjyL9LksMVNw1PJI73e9YmZw7VH9JpbZGRJUl0eJtJvPtwKCh/3GLmCQCCjS9z5+PiamppAAryDNFPhpKQkUAlzc/Mx13YGKelT8Mzivt7d51AIfbnQgaAwINDABO5vd9f8whUunjt9Ag1SMq5Ex4OSAR9KrDLetHV0tLS3g9fpW1Z/Lzv6yNT+jnPgDMI39+WmaZkXImNlt13hfWBqkkrvNdva2llscTvOPefT1ucwQfR5ujn2zmqBoeCw9xNeM2419ngFCChez8wp6lls5h1TVXzXHQOXGVLV0Ys+TtLcbBWfynXPeLX8TVZbHJuJ7YOwEV7vumjbFYXzBpwoAujYwKvw40f454RAxpK48/Pz/zGW+4OE15f6j+mzxy+YG00YQNyDS0rnUl0Oh0Tav8tTCghZRHNPrKzqWeDItZd8kmpc4krTlh7hsyN9/PyZkX8nPulRUsri7VdZbhuqB4SCnNLKOhZbDEhg37w7Hdp36OfsurqSxqaeOaCHkLph7BWU2DOT96bBWYonIz1BS3+xAepL56D/TBx1gs5LB8/Iv59Ysj4wPeUVPLKNefCyiRbRcyqeSsnNG6MOLCEQOCzzq8U9u7ae147U9Pkzk/Ms3w8l61x99voFFQzLTpxFcrTMeNPfVt2kFGAsr3L16q9AQHHxBBzlemxiVFnFShcvYbLT+4aG77qHY3rswgrPXjnyS6lNxFGsMrvOtdbVazfBhVdSZfwp3cshdCkPS3vLboEeav2VA0J4rbAGmO8Gjtgs0DpfrfJDtg5i5hit6AQ+W/ow0d+PX4XGpIuuPcVz5tFynOPIfkebL+iDU6xw8YT/SQhkzIi7lpZW9wNVbW3tXy/uu3yD+DEk9s77fdeCb5P/bsclTcTR467Zv8sf6jENUzPAjgOHr2ttb2/vf6bH/vtWbAjc0+S0jNpaHjRREEvuXsjaZTgv0OAQVXTyihaUPrABTzNKzQCZoaVl7Cg827qTPHNURK4aqLnQ7wywQfHjXiKHeglv6uq4bLAbzjz9TtwNreOLu6ZjvvAKZ7XBcqGJHJZ2XEa2swyRGTmFgvP3Tzv1eLINfoAjn4mIscjIGlJlFlzSB1/QNu8A+J+EQH6zuLN8zwCZlZWVcnJyXFxc4B1I/K8X9yXOHo9fp9hkvdnuHbDGzbvoY+PbuvrIsvL7CckPEl8fCArH5uQO9ZhAag+HRAyvPgcuGi3YfBEItwACfzEqtqWtnaNzrLlnP1BaUcMvpW6G9qyqqZc/8UwV47LNiy583oUfFhCc5FTvgfSiu2brUPSx+EcO/hNfooZRE3EEWfbEY5Bwzi88FR79sfETixWm6as7s+TMPNbnlmcjYlbvvcGucWvNC3RFVR2XuNJ6lbustlhQ54jS8t7HxOTkgmsZ6rJSPgObcSjiHt9g+J+EQEaF5T5S/Axxp+UVZNfVFX78yI0mNLTSB6wzamqBJP3j5gMEXZzifDQ00jYr52588sPEIU/JOBkebZExTPcsUxZpiv9z6u/lR29i3Mo65zJOxFG7w5z6hScTnENP3nwlteFc112CjbPcvVeCGLpvSPP0rI0YxyPXzEBa6vILkRe2ICF323zic6th1GSHi89fh3XoQ0COnpNw9vE5hWzm3w3vjJ+nXlP3ce7Gc8KrTqicMQB3Iqyz9hGdQ0U0769w8XQtKOp9TBkn91Uu3heG6GFY4J7xdLw9FHcIBIr7j5lOdNCOSZSgOotTaIzhkZb2dlmau1pg2OXoeFYE9h8XL6/CDxaZ2fwYEi2/cLADCI7uU/HU8RgSeeiDOQCglUAxgUreeoZ7Yt41B0bcnib9dVb7vuNPgVE/TkLFltg1/dEC4zVR5uAELEXc3nmTp9/6l7iHxnShV7MgS72iD49s1rOd/wo3jMpcjYxjP3BTz4wKLHRWawy/jhmHke13Nz07rukYknnmqACjnpEjtvZ0WWUtp6jiRC3926ExvY+p4B+iFZOg6B8ypJrwPHh52C+YmPsO/ichECjufaMeGC7j5BZaWiaAId+MS5Lz8PX7UNzxdezbt6h4s6f/4ZAIFnMUvx0pqKTULjt3OsGh96TGPvnc3sGJxMt5++30CXhX3zCM6pki3SYs0ACJZ68crz/BMDIXOrpPMLBlFVbYcfCR6JpTahcMDl01bfrUFTIU9AQC89R3Uj3mUl3YkPjxmvcu3KNL8Cmkk7A5/QgLHlr8gxvOYh/NkEiOJxagL2G1tBN4asVmiZlo+t3Y/YLNF9mFFXjmKDPt+N/hx7xndOfjHQOLS+dRXVU6J+0wAM1rnJq52tX7bETsmUF7GWPXswjMK4R/SAgEinvfAAudD0OaSqAapGRyoYkXo+KAIHql5HCLK19+gJTaeC6pokra0W29kweb7kt2BH6d5kPJDWeUHtrMJTsNfGTGwqIpeHvxXmsm84sqbjzB9rejvVsEMI27P5rbeZ64YQESVnjvUzctGZmLaR6zTNHyJ55NktHgn6tWVcPsN3jLfh0Da7rnW5xnpMD8/Qzdv0n0nGZGH0WZqGu+2t51GM3lklew3t3XCO/FaY3ps4B7YHzW26I+N23Utf4LSboaGi2AIExGf4sqtdLFSz88frwdWRBLd5DQ8HUGZ9+d5ee27NwP9B+cgXVOTR38Q0IgUNz7Bp2dC2zwazHxakGhXCj8Tnc/PjvShUfoqYsPc89R4ZNUC019Owln/5ctgfO2EbclRkh6/xTZQxwyByahBorlVtzYNBlvH1JSOoVABb0F01YE0W+chGp/+x64YDR71Ynuj2fvWL9E0Rf9k1zCVM8agITqWf251kTJ57ZA99mE5VMy+1j8aYxw/VftPs07CvQHF+93jZw8dw6a0PkclfvaC4PopGE0V1FjI7hriS6vWELzGOq+1wyJXNbYv2yJ7Bq32Ey/DeYIY+3Z1h4VpzjLOLlPI1BLmpoGOAjJL4Zd7Troq1gs0HB6OwQCxb1/cX/zdrOXn3l61jSiA8//tXcl8FSlbzhlC2mblplpCFFSkppKhgpN20xlaV+VpKYmY9AmRvu+iLHLcpFEhBaiEspSlqRSSWm1U5bK8n+vM//b7br3uq6Dg/f5+fmd+91znvud93u/57zfOd/53p3HxZx9RM/4Tfzd0voYPbTUWWJtZOkg4O7T3c2np9VxMfsze+0Ctx/0ERq+UNTdlwvt9TfvNBoWAEjOL/TPec7y7Zq/7YVkDb7esjDcK9Rw05z4OHvVHsGhei/f/LfC4qCxq51pdKrL1+/9ore93+gVPYbqbbZ2mbtmf9Cl21ZHaBDMNq7Ahat3ROQMekjrAtVJtzCi0DXyjrid+9v8EgHbUzF5r/mzmKAHTcjDVyYguLkHHnAI6u7oKeTm89tW+24u3oxJn0J27hIT1/5h5QLbY4LDuS8xtvfKrW7OXncf5AAD9kYEAsWd/mh0oG9g4xykjg8fm8Qlnn2WK+hO62Ng0cvJG/RlmMaGhw33FrYd8F78x1GzOymqp31UjPbKrLGlBd+8ffeRykxT2L+ac0bTrUn35lyN4fQtBOagvOUf/gtRlXW2bN7lKqawqKTso7CcQXdpPWm1ddFx9MVS5DU39hm17Mlz+qpbCSmPRkzdKDXRaMZy26Wbj09daHU94T73sy4q+bDr6NcRxoXbGT1OutIvD85ezxplgOIRDlmPD6Tdr+B684QtsnPeCB117unqs/tkgICdW+7/byUJOXlNWW5LPPKdcSX6MrurTkXVp6zsV2/eFZmevdzN1cfSNUTAFcUdgUBxb3j/qLs7jZjg+E0kmHp/Z0pqwvt8vWs3QUYhTs/NKxCSMSCyT4RGJv62mj6tG8r1jQ8NVFkVm/iAfodhzxlJN9rrCo43EJZdj1vFeVZ7H6VlsurrHz97/fDJq+T0Z6Dmnz9/kdfcACUQa3sH31j116kdh2ig/kKyeiL/fzgZEZMiKKO/fMuJ+JSHE+daqs4yu3u/edPtY+8/EXDyFLT3EHf3rW3zdXFramqFp5koHXTxCLgmdNzlTMJ/KQNBpo22OljsozcoGO1MNptsUw5elwWkdeH6p+cS2M3ZU2j6H981PDxAIBBdXdy1LkX28jr78mMF8fF5+QeP7Kc33rwzvZ1MvMlJDyFlDAxMDkN0PH7O30RJamaOnIYJBNHzjQ78uuwfwaH6KRl06dl3OnCAs09GcQmnn1sTm+D2+Enj8vjkhy6+V3srLVWbty0m/r70JCMNgx1zVu2BrybP3xYZm9ZLcQlsm+/xBC0TkKLLWX/lFcSxdXV18NFsj8ejp696SOvB8OLJ8zfNMsLd56+6ufko0IKINB1tj57yC4eqGZ8Li+9xyk3X/bxZ4l3V4AgBZ+9dR/yIldnnRV1fev1W4wP9QmJnmxwYOGndBDtvUSdvtaNnZl7AhQcQCBT3+vpeXv7DA0NBji/kvnTIerTqRoKgh6+E19kl1+O8Gl43LS79IK6wSEFzY++RS5/m/rf4OBSCjE6aZ6mhvyM6PoMxP/Jf78tCrj4CDYsBsP252Vdjwtm9sNNLcSkQ6iy1hmuGgNT87lK6341ZuWDDkfqG6equfpFDJtCXRD8XFveXrceLvPyzF2+tNf+6/uVPE402WbnU1tYJyejDMOJ9YWmzjFBU8kFgxKK3+SXt5T1LNx0TkVtwO+Xh0EOuGwIuKwSGDqAFCrh4gT111x2E0H5r0r2VjZLKAqa5noPLUjdnL9FTbr1dabOuRlsm3cPeiEB0dXG/X1zS2/usRvjVm2/fL4q+Ncj3vJinP4jvEP8gxcBQjR12UxfucqZdlRy5BPQd1JZxYPWnz4NVV4/S2aI4bRNzhjnQ3Pmbjv4eef08h3SdqhciUgpYF0548aqg14glnxtuDYFAP3z6yt7zUm+lZbcS6UMH463/Wh/zU9L+k8uJFBSXVTesJwPKLiJnUFXdvOki5R+rJEcubUfv2XrAG0YtsKFy1GP+meCepz3E55sJnHa/GJmkabBTc8HOvku3L2GaAv815Hfxnud8TvCEK4T5P3jR85NsTkjG3ohAdGlxf/Hh4760DN1rN+dGXg99kTcnMkbIgybh6Q9BOER/EH0LzTXtO2r54o1HNfR2ND7885caCLHhLzvn6z2Qk+7h349bvfwGx0VmfvA7/6qigqXwqHPIkAlGzCWpD3K6S+sSk9Dnrd0/fs7favO38nJSI7U2Q9Rf19HyyYVcTTQ0s4MNbTuaupO/gIv36Jmm3aX1UjNzRun8OW3hLtEZm9SD2Uyy7O3gefBclLTeVoHddp+/1GA/RCBQ3OvHBIcJuNEWRMeuvBEv6X1WyMNX61KU/Dn6Cz5fauu2uIcY27iY/uMur7HB6gj72Y2Jadkx8Rk1NbWMkrjkLOVfTdfH3WEsq8sM2K+bm0810/4EjrmEbrH5JjPGu4LS3wz3ENvRcekCUrrTFlnxclITfjMnXlvtoFjqHCjn4CVg73HC7aKgjP7T3Lei8guFZQ3Grdk7wJHNNJgep9wO0C4ZGB+S+8UEOyECgeJOx7iQiNvv6XPGIdAW9zprGJtw6+17xkLtIOuguac8wsUVFl+M5HXtqmcv3smqrze7k7L21u0n5axzCourP/X1CWh81Pptjg5e3B4Dyqqb6Cyx4aUCk+ZZTJ6/reO6kTEtXNTJq/sJ18vX7wrJ6pd9qJw0b6umwY51e8+IOrJp2e7OXlF3MrH7IRAo7v/h45cvEKoTa9LOuHJtfAirtk5btCsgLM4n6DrEj7W1vN7lKC790EdpmVVKmoSn/86UNJZvs8vKiZEBC6QmrfMIuMaFVm2e5RSDnbxUQHWW2dy1+zuuG9mH3xRw8ZbcvB8sedjp6/IMl26mwqCHZcjzqbYWdma+LYZAILq6uN/OLxjoe47YTi8qSSooJLZTHzw3tXELCLslqbg05GpiZGzaZN1mBMJwGYCLwf7U+2KefjZ304nC/KrqDw0vxCe8z1e7eIXlkJqaWvHhi57n5XOh/W31Xh7vuVd/+lz9qQO/fA8X1B6T1xw9E85S/uJVvoCTJ0tKk/eVVd1Pu7Mk5kYgEFQRd5aMHASKioq0tbVFRER0dHSKi4tZ9mSbtol3cXd99GR3aroeu7Vkjbc6iA5bIKW2rpfikppGN8d5Qd9Ryw+mpIt4+O1Jpa/tXlNX95N/sGY4Pc/RxRd5v0deZ9k/LCp5yM9rm7xmdBE3yn7+xnIfm6XH6urquh1xynhXwFz4qLRM4IhTRWU1dj8EgrqRO4teW1hYMDLqWVpast2Hb3GXPRcy4vzFP2+zuZP+82/m/3pdlhy55KeJRvwZQu4XkwMJKYLutP1p9DUAMopLhBuyI32prXN//NQwNoFlf9uTAZq83XLp4hDc73DlyTcL31979UZgrz1aBoHoSOLONhc2WeI+NCBY0uvs9mQ2yx+KyC2E4FFY1oBYr4o/cR/z9zH6e0zp9Ad96UXFo4PCRM74FVRV9fLyX9HoTRyT7Y6nz0SgAzUJMdvTbinfrJljeye1+0lXtAwC0ZHEXVxcvLJhiVf4D9uMffr06dOvXz89Pb28PNaEDKmpqVAJe/umQ7l+3gE93GmNc1JXVn0isknorjvw6BmfiyOq624TnWsK4k6k3It+/XZaROSPfkGpRcU9Pf12M+XhkxixWHCovqCMvn/oLXSgplvN2m53zO2UgsLxIZdKPtHfALC6ldTL9ABaBoHoqOIuISHB/NX79+/NzMy0tLT4i9yra2qEPfzGsVt2PDvnDSnTpSftON3DjbYtmf4efEBO7oLoWOXg8HM5uRDCM/apra0TltV3pF1x9r1aWl6BDtQkfrI5vTEseun1OHEv/yt59BkyBuFRP5jsQcsgEB3+tgwDZWVlLIrPo7hHvHzdw81H2IP9S0nR8RnTFu1quS00/nECcd9ym/4evEPW4w3xiVqXog6mP5h++et8xxev8n9s6jkqghk/HnYRcqcN9A2ceSXG+h59mmk/T/+hG/ejZRCIjiTu5ubmjAeqFhYWzF+VlJRs375dQ0ODD3GPzHszPvRS8v8nPrLgDyuXsbPMWm6LJTbOIz0CpPyDHLIe7b6Xsetu2sLo2D8SElfcoC/2q7fu4NSFVuNmm3fot43aHrOsHad4BQl50GZfuEyMgURdad9r/YGWQSAoKu7dvgVRWFhYqKWlJSwsDP9B4pn37N279+zZs3NycvgQd/9nzxfFxLL96k8bN0FpfWfalZbbwmy3x2LXQDFP/z8TkmZeiTa9nTzv2o0f/M8vvx53yiNcdNiC78aslFRcoqCJwtQM/GXrcdw1VN/kkPTCHephV95WVoq50nYepqFlEAhKR+5kgbu4n8x8+Odt1lUDP3+ueV9QOnPlblMbty9kLD5ldcR3kb2/6Bm/DfGJUyKijmY82JmS+qNf0P60zBVbTq42Ow37VFRWP3vxDv2Gd6z669TAsaukJ62DaH2If9CJzCxhO3dXvyi0DALR1cX9S23dxvjEfWnfTKer/vSl20/ziT+y1Ha//Xnx30y7u/qsvhk/OezKrXfvGV8ZWTq4+Eaiu/ABj4DoMb+adpfSFZQzEDnjZxJ/R3Tzvvjkh2gZBKKri7vfs+c93GlODx8zFz56+kpwqF4fpWVfyFsw9qR7mIjORgE3H4Pom9Jng3PKPzC+mrtmf8jVRHQXvhGblDV86kYBV+9ubj7Cc7Z0nXd3EQgUd47iHvHylZin3+GMB8yFF6OSJEYsllUnc8FYiM2FptHFfVpEJMSYzPmyJ861vH33MbpLS+B1/vpk/e1BUYlyv2xAayAQKO713k+eLW/0gqiRpUO/UctVZv5FYh1owTe7T9/Q3ZUm7OEn9O20S5nJ6/FWewuR9SRPYcpG66P+cKVEayAQKO71x+9nmX77NDW/qLS7tK7ClD8mzd1KYh2CL98WGL96hJv/hoQk05sJ8hpfA0whGYPSMnxlqUWoqv4sOmwBXJXtPTEXNgKB4l5fvzMllVipkYG0B8+HT92kvcRaXZfMKedBl2/DNeOwI305cojTBaR1iXdQKyqrhWT10VdaDiFZgx5D9S5cwacXCASKe339+rg7jt8+TfULiV244cjL1wW5r/JJrMPZi3GCMvp7TtHXi0/Pei6usCjqFn1t97w3hfhWKimIiE72CIj+UFGFpkAgUNzrp0VEuj56QmyDmoPmCg7V01t3kPQ6wDVDdNhC4v2a2MQHEsMXy2tuJAYKyr+aoq8gEAgUdzLFfejZCwxxz8rO+17V8LDjhbSs3NaoxhGnC3/vOQMb4dEpvy61hqvI5y81ZK1dg0AgECjuX6F4/uKDklJi++adTA39Ha1XjdNnIjbtoq8I73vh5pJNx4RlDao/fT4XHr/A5DD6CgKBQHEnU9z7+5wrqKKv4Z79/I2L79VW1VlXv0gjSwfYcPS5YrLdcYDKyveFpcQ2+goCgUBxJ03cv9TWCXn4Eq8zyv6yfuLvlkRk3UrwDrq+YstJ2Dj4b5Dlfq9hGhuyc97MWrl77pp96CsIBALFnTRxf1NROdj3PLGtoLnxx5/XELNZWgmMOzA7DtH2nQ4cP8f8Wmy6gJRuTHwG+goCgUBxJ03co169lT4bTGwPGre6u7Tuqr9OtV41LkYlfae88rhrqM4Sa9N/3LUXW3udj5FRX4+OgkAgUNzJFHeP7KeK5y/CxpcvNcKyBvC/rq4V15y6ejNVRG7B5l2uUxdanXIP0zM+aHvi7JQFO9FREAhEVxF3ljQdBIqKirS1tUVERHR0dIqLi7kU8ijuLo+eGN26fTMxU1x+MZEFu1Vx806moIye8bZ/f/7N/M69x4Z/n15rYb98ywl0FAQC0bUidxZxt7CwYKTZs7S05FLIo7jvupv2z730iJiU4VM3Qijd2uaIS34o8NP8xX8cHay6+s37Yp3F1hDIz197AB0FgUB0aXFnmyCbe9Zs7uJuGJvg/vipd9D1ZX8ebwNzhEenCMnoj5q+RVjWoLa27lJ0iqGZXWRsOjoKAoHo0uIuLi5eWVkJG/AftrkUMpCamgqVsLe3Z8s/8Ji7oM7GIRPWWu73agNzvHhdsMb8NOi7+PBF6BwIBALFnY24S0hIcCnkMXIPTX6w3zVUUEb/mHMothYCgUC0j7iTfluGwHdjVu48RMPWQiAQiPYRd3Nzc8azUwsLCy6FzRL3xzmvP1ZUY2shEAhEq4t7t29BFBYWFmppaQkLC8N/UHMuhc0SdwQCgUC0aeROFlxcXDy5wt7e3pMMIA/yIA/ydAWec+fOUULc+b4KIQ/yIA/yIA/voJy4p6WlIQ/yIA/yIE8LeSgn7ggEAoFoOVDcEQgEAsW91RATEzN48GAVFZXMzEwNDQ0xMTFNTc2cnBzkoSAP1U6K1ae7kePVyNPVePLy8rS0tCQkJMAbW+KHFOGhirirqqr6+voGBgb279/fxsamvLzc2tp6zpw5yENBHqqdlIiIyIoVK2bNmqWkpCQpKcl2HVPkQZ4mrwq6urpmZmZlZWXbt2/nww8px0MRce/Zs2dlZWVVVRWcGJwMlJSWlvbp0wd5KMhDtZPy9vZWU1N7+fJlCyM45OmaPIwD+/btm5+fDxslJSV8+CHleCgi7srKyk+fPmU+sdzcXDk5OeShIA/VTgqQlJQE44CEhIQWDs+RpwvyMA6E8L8lN3kox0MRcQ8ODl61ahVzibGxMY1GQx4K8lDtpAi8fft26tSpXl5eLbz3ijxdjafxG/h8izK1eOoRiM6C6upqQ0PDlj9YQ56uydPJQGlzfPjwAXk6Cg8aB3mQh1I8VBH39PT0UaNG9enTx8jIqLy8nO+RCPK0AQ8aB3mQh/o8VBF3dXX1Y8eOFRUV2drajh8/vqCggL/zQZ424EHjIA/yUJ+HKuIuJiZWUVFBbLu6uiopKb19+5aP80GeNuBB4yAP8lCfhyrirqKicvfuXcbHkydPKioq8nE+yNMGPGgc5EEe6vNQRdxDQkJ+//135pK9e/fycT7I0wY8aBzkQR7q8+DkIQQCgeiEQHFHIBAIFPdWQ1FRkYWFhYKCgoSEhLi4OGxYWloWFxcjDwV50DjIgzzU56GKuGtpaa1duzYrK6uyAbABH3V0dJCHgjxoHORBHurzUEXchYWF4XrFcvkSERFBHgryoHGQB3moz0OtyP3hw4fExQo24KO2tjbyUJAHjYM8yEN9HqqIe2Fhobm5uYKCgngDYMPCwoLl8oU8FOFB4yAP8lCfB2fLIBAIRCcErgqJPLgqJPIgTyfkwVUhkQdXhUQe5MFVIVsNuMBbB+JB4yAP8lCfB1eFRB5cFRJ5kAdXhWw14AJvHYgHjYM8yEN9HlwVEnlwVUjkQR5cFRKBQCAQHQFUEfeRI0daW1tnZGQgD/V50DjIgzzU56GKuCcmJpqbm8vIyCgoKOzYsePevXvIQ1keNA7yIA/1eSh3WyYlJWXbtm3y8vKysrKWlpZJSUnIQ1keNA7yIA9leah7zz0tLc3KykpRURF5qM+DxkEe5KEaT5d4oErWG8CILgh0HmyvDgpKi3s7vrnb8pqwIC8vT0tLS0JCQkNDIycnp7mH9+7d28TEJDk5uYXVCA0N/e6771RUVO7fv6+pqdmzZ09VVVUY/TWLhKxMMa1k6k7jPIwDoYHGjRsnJiY2ceJEPp6zkeU8paWlO3bsGDFiBLR737591dXVQ0JC+OAhy39aqb345omJiRk8eDB0rszMTOjm0F7Qxfjo7KT5TycTd7Le3BUREVmxYsWsWbOUlJQkJSW7/R98n4Kurq6ZmVlZWdn27dvnzJnDB8++ffvk5OSUlZVPnTrFx/qfBKAjhTcAOqeDg0NFRYWdnR3oe7NIyMoUQzVxp5rzCAgI1NbWwsbo0aPt7e2JxoKKtZfzwBlBBaAap0+fBjkOCgoaNmwYVKy5PGT5D1ntRZb/QD/y9fUNDAzs37+/jY0NXG+sra356OykiQ91dJwtmstD1pu73t7eampqL1++JCv4AjHNz8+HjZKSEog1+OOpq6uD6GDZsmXAsGjRosjIyObyCAsLf/r0qbq6GgihX0EJmAvi9+aSkJMphqRG76zOM2TIECLchvCWqNjHjx9FRUXby3ngpxnVgCrBBlRPSkqKDyckxX9Ie02fJP+BfgR9qqqqCo6FMI4Y6/DR2UkTHyoH6e345i4gKSkJLsUJCQmkiDtcgVtyXiyHwBUCIqaxY8c2l2f48OGXGgAXG0dHR/BFiN+by0NaphiSGr2zOs+JEycgNIYA2dzcnDHMgoCuvZwHomMicof/MAiAEhhYwPCCv8i95f5D2mv6JPkP2OTp06fMx+bm5sKAqd3Ep5OJO1lv7hKAQGDq1KleXl4tEffGgQBZ/scHiHvu4IUZGRmampoQi0EPae4UK9IyxVBM3KnmPAAY40MQB9Ef2BkuzNu2bYNgsL2cB3xmwoQJLM9p+CAny39Ie02fJP8JDg5etWoVc4mxsTGNRms38alHcEV1dbWhoSFZ3QOBzoNAtI3/oNshEAhEJwRVxJ2s2VHI0zY8rTf254MHG6ujOw/6T2vwUEXcyZodhTxtw0OpzomN1dGdB/2nNXioIu5kzY5CnjbgodoURmysjsWD/tNGdqZU5N7y2VHI0wY8VJvlgo3VsXjQf9rIzhQRd7JmRyFPG/BQrXNiY3UsHvSfNrJzPQKBQCA6HTATE/LgSSEP8mAmplYDJlXpQDxoHORBHurzYCYm5MFMTMiDPJ2QBzMxIQ9mYkIe5OmEPPhAtR2AyWLQyAj0n9ZGZ0vWQVbSGQZamEGJrGQxpGRQIsXC9SS+Hk1SpiHKGrmFzkNWk5F1XmRlGuqs/oPLD7SuH5OVdIasDEpkJYshJYNSPUlJXsh6PZqsTENUMzJZzkNWpyDrvMjKNNRZ/QeXH+DosmS9kVxPRtIZsjIokZUshpQMSvUkJXkh6/VosjINUc3IJKbfIuv1elLOi6xMQ53Yf3D5AV7jkXbMWERWBiWyksWQkkGJQMuTvJD1ejRZmYaoZuRWSr/FNw9Z50VWpqHO6j+4/ECbijspI4mWkJOVLIaUDEoMtDDJC1mvR9eTlGmIakZu1fRb7XheZGUa6qz+g8sPICgBTBKEQHRuYN9uB1BtlhWl6oPGwU6B9elU4k61JC9k1Ydqs6zIqg8pRm69ynSO+mCn6Oidgj8esqacdrZMTGTZl6z6UG2WFVn1IcXIrVeZzlEf7BQdvVPwx0PWlNPOlomJaslZqDbLipT6kGVksozTWeuDnaJj1YcsO5M15bSzZWKiWnIWqs2yIqU+ZBmZLON01vpgp+hY9SHLzmRNOe1smZiolpyFarOsSKkPWUYmyzidtT7YKTpWfciyM1lTTnG2DAKBQHRCoLgjEAgEijsCgUAgUNwRCAQCgeKOQCAQCBR3BAKBQHQgce+GQCAQHQoo7ryKO151EQhEh4mRUdxR3BEIBIo7ijsCgUCguKO4IxAIBEoWijsCgejcXbXNqofi3qaWYjzFlpCQ0NLSysrKYilnecwNGxMnTuRUjYiIiDFjxoiKio4aNSogIIBTPZnZXFxcmL+6dOkSy/7Dhg2Tl5dnW+f+/fvPmTMnOzu78Q89ePBAUVExOjqa5ac51ZAtISA8PFxJSUlYWBj+wzaj/O3btytWrBg8eLCkpKS2tnZUVBT3crZUTk5OCxcubNwoCxYsALNwaQJOteViIu6/xfZYtpMcOBmEu2OwbUfuP8qL8zS31VoO3s1IVlflYgGyFKNJQpYdSK8AintriTuxUVZWtnfv3nHjxjXpBzNmzDh79mxjhrS0tIEDB164cAGo7t+/z+gD3Pvn+PHja2pqGF9NmzaNef/4+PgRDUhISGh8eGFh4a5du9TU1FjK4+LiQEoSExNZfrfJGrIQwv4DBgy4ePEi7B8WFgbb6enpxFfTp0//+++/3717B19FRkbCdZF7OVuqqqqq77///vnz58yVhI8//PADsUo19yZjqS33fbj/FhcPsbW13blzZ5MG4eIYnNqRP91prPu8t1rLwZ8ZyRX3tleSdszIgeJODsmHDx8gpG2ys4EsQgj26dMnlj0heHF0dGxu/wQp9PHxYQRcJiYmzPsbGxsfOHBg//7969evZ0tYXl7es2dP5vLQ0FA5ObnMzEy24VWTNWQmBPV3cHBgfGVvb79o0SJiW1xcnG32SE7lnKj++ecfU1NT5j23bNmye/duHvWOubZN7sPltzjBz88P6llXV9ekQbg4Bqd2JEvceW81UsDFjI8fP9bX1+/Xr1/v3r11dXWJXEXMVa2uroadYWA3aNAg2ICPjB1cXV2HDBkiICDAuwXA1Bs3boSfA4f/999/OQ13GpdzOpBt/dkOp+AKCscyHAM2ZGVl4SLK6QRR3NtT3KF7QPf75ZdfeOls69atO378OMueQ4cOzcvLa27/zMnJGTVqFOElEyZMePjwIXNPAD/LawAMvZl7ArFRVFRkZWUFRzH3EAUFBU55FJusIQsh7P/y5UvGbrAtIyNDbGtqam7evPnJkycsVJzKOVFB/4HBRGlpKVEOG/ARQlFe9I6ltk3uw+W32AIGQFOnTmUOSLkYhItjcGpHssSd91YjBVzMqKysHBMTU1lZCYWbNm0yMjJiqSqMMHR0dAhTwCDV2tqascO8efNev37dLAvY2NgA26tXrwg23sWd04FN1p/5o6qq6rVr14iSqKgoYtDP6QRR3PnU5dTCYs/sZzz+wc6c7nVKSEgwMq1wvwf67t07aWnpkpIS5mqIiIhw6rfc2ebOnXv+/HkYR8+cOZOZMCAgYPr06cQ2eMy5c+caEzKPkeEjBD63bt3iZDFeashMyLI/bDNGNmABGGT8+OOPEOMsXbqU0S05lXOhgv0PHz5MbB86dAhCqiabgG1teTkjTr/VGE+fPv3555/fv3/PxYDMZ8HFMTi1I1n33HlvNWakZuZ4Bsbw+Ac7Mx/LixnLysogEmepM4S3Dx48ILZhoMNIGwQ75ObmNvfyBoczs/Eu7pwObLL+zB9hSMS4sQljYmK0xOkEUdz5FPeQ3Jerbybw+Ac7syWBy/WxY8emTJnCYyS1d+9ec3PzlkfuxGV/7NixEAhcuXKF+dvZs2cz8qr4+PgwUt8SO0CwDwEyDDWCg4MZ5S4uLiCsDPdqVuTemJCXGBDkz8zMjGE3TuVcqLKzs6WkpD43ADYYUT/3JmhcW1724fRbLCguLoZAuLEZm4zc2ToGp3bkpdsLCgoy7vMQ9xOEhIRa3mr0XnM1cbWZHY9/sDPzsZzMmJycrKWl1bdvX+KS06NHD5azg8sMYyQEG8yXRsYtDt67Dwsb7+LO6cAm68/8ES7hkpKS+Q2ADeKKzukEUdzb+Z77x48fWe5fc9kfLgby8vIQbjDfc3d2duZvZK3YAMK/GTEgdGzm6Aw+QiEL4YsXLwYPHlxeXs4o9/LyGjRoEHOyR+Z77k3WkJmQEY8w7t6ynSkBO4uLi3Mv5041f/58kD8QPj09vWbdqWCuLY/7sP0tZoBgQaDNPM+H2YCczoKTY3BpR16cediwYcyPQ9PS0hQUFEhptRaCrRkhUAX3KyoqqqmpgQtkYz/nErnz3s2ZA3DG9LbMzExm7WZksmbOYd3kgZzqz/IkgFG+ZMmSI0eOwCAGBqncTxDFvT3FHfrkyZMnIYLmXVnAs6FRmWfLgKqGhIRAH4N2ZX7UxsszMZZvYRixevVq5nJDQ0Pifi7LUQYGBk5OTszl/v7+/fv3j4uLY2HmsYYMwnv37g0YMCAsLAyGqOHh4bCdmppK7AMBTmRkJEQrBQUF27Zt09TU5F7Ohaq+YTIJWF5FRYXtpCDu7c6oLY/7sP0tZoDZOc3q43IWnByDSzvy4sy7d+/W0NAAAYIwEP7D9r59+/huNRLB1oxwgblw4UJ1dfWzZ8/09fUb+/nOnTsZt6TBVaysrFoi7rt27ZoxY8arBgAto1xdXd3W1hZitZycnLlz5zauBqcDOdUfbMi4GDDzQAQwfPhwuNwybr5zOkEU9/YRdwIQs4NPgPzxfg8UAm0YvLNMgiZmkY8ePZr5Fjkf4q6srHzjxg3mcvgI5I2Punr1qqqqKkt5UFAQjC4bh5+81JBBWN8w92bkyJFCQkLw/+LFi4x9gFlbW7tXr17g99ANIHLkXs6FioCamtrkyZP5uA3NXFtOvsGyT+Pf4vEZCZez4OQYXNqRl5OFYQToO8Tv0GTwf8+ePV++fOG71chFYzNGRESA2MHvSklJ2dnZNW4yuERt3rx5UANgg3EHg7u4s5iF+Um1iYlJv379IF52dHRklEPgMmnSJDExMRgNe3t7N64GpwM51R+u0H369GnMAw09tAGMe0qcThDFvR3EHYFAdA5QXxBQ3FHcEQgEijuKOwKBQKC4o7gjEAgEShaKOwKBQKC4o6UQCAQCxb3llkIgEAhMkN3ZxB2BQCAQLcT/AHNdRxRrGdgNAAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.8867</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">11.5413</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8782</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.38</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.74</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.38</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daq" unitRef="pure">2.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">-1.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.36</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">9.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">2.99</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">16.84</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.55</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-4.57</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-18</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.17</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.40</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-11</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">9.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">11.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">20.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">15.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">11.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">11.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER RV ZONA EURO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">9.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">9.33</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">22.56</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">11.50</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">10.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">6.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">6.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">6.83</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">6.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">7.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">7.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">7.65</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.92</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.41</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.03</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105223004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GESTAMP AUTOMOCION SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">136890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">131490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105546008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LINEA DIRECTA ASEGURADORA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100620.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">121680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0113211835</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANCO BILBAO VIZCAYA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">140350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">130550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">168250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">135150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0132105018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ACERINOX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">189900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">162300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">118800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">106650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0183746314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|VIDRALA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">198671.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">206850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1287245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1287245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1287245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.83</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-10920056_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">137250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">116480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BMG0112X1056</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AEGON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">232400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">215180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0005785802</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FRESENIUS MEDICAL CARE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">81520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">97300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">168660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">165180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000KSAG888</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|K+S AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">37260.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">46680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000051807</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SR TELEPERFORMANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">185520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">246960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">232200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">186000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">140624.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">139757.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">286720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">291690.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">161580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">152640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0005691656</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TRIGANO SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">140240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">221850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE0004906560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|KERRY GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">62400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">75000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IT0005162406</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TECHNOGYM SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">133870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1704650164</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BEFESA SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">147500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">138400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0009432491</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|VOPAK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">113640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">126660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL00150003E1</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FUGRO N.V.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">140085.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">196845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CORTICEIRA AMORIM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">66100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">79200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0015001KT6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BREMBO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">122395.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">105560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0005313704</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CARL ZEISS MEDITEC AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">160000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">136800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0005565204</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DUERR AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">135300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">135600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0007193500</iic-com:CodigoISIN>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 4.633.667,95 euros que supone el 99,05% 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 296,56 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-10920056_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
  
 a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.
 Los principales &#237;ndices de renta variable mantuvieron su senda alcista durante el &#250;ltimo trimestre del ejercicio, lo que permiti&#243; cerrar el semestre en positivo y culminar 2025 con revalorizaciones de doble d&#237;gito. Los resultados empresariales continuaron siendo s&#243;lidos, superando tanto los registrados en 2024 como las expectativas del consenso del mercado. En las reuniones mantenidas con las compa&#241;&#237;as no se percibi&#243; un clima de euforia, mientras que el entorno de mercado sigui&#243; caracteriz&#225;ndose por niveles de volatilidad reducidos, con la &#250;nica excepci&#243;n del repunte registrado en abril como consecuencia de las amenazas arancelarias anunciadas por la Administraci&#243;n Trump. Por sectores, el bancario lider&#243; claramente las subidas, mientras que el sector de medios present&#243; el peor comportamiento relativo.
 Desde el punto de vista macroecon&#243;mico, el sector servicios contin&#250;a mostrando una notable fortaleza, apoyado en un consumo que sigue orientado principalmente hacia los servicios en detrimiento de los bienes. Esta din&#225;mica ha favorecido una reducci&#243;n sostenida de las tasas de desempleo, dado el car&#225;cter intensivo en mano de obra del sector terciario.
 En materia de pol&#237;tica monetaria, tanto el Banco Central Europeo como la Reserva Federal estadounidense recortaron los tipos oficiales a lo largo de 2025. En Estados Unidos, descendieron tanto los tramos cortos (2 a&#241;os) como los largos (10 a&#241;os) de la curva, manteni&#233;ndose una pendiente positiva. En Europa, por el contrario, el tipo a corto plazo se mantuvo estable mientras que los tramos largos repuntaron, lo que tuvo un impacto negativo en las compa&#241;&#237;as de perfil patrimonial. No obstante, numerosas empresas aprovecharon este entorno para refinanciar su deuda, alargando vencimientos y reduciendo el coste financiero, lo que previsiblemente contribuir&#225; a una mejora de sus resultados futuros.
 Finalmente, en el mercado de divisas se produjo un movimiento relevante con la debilidad del d&#243;lar estadounidense. El euro se apreci&#243; cerca de un 14% frente al d&#243;lar, cerrando el ejercicio en 1,1746 d&#243;lares por euro.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 5,38% durante el periodo y en los &#250;ltimos doce meses ha sido del 5,97%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 0,11%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 7,79%.
  
  
 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 1,15% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -4,35%.   La rentabilidad neta de la IIC durante el periodo ha sido del 0,11%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,23%. 
  
 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 0,11%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo, deshicimos completamente la posici&#243;n en la italiana Technogym, materializando importantes plusval&#237;as, dado que el repunte de su cotizaci&#243;n elimin&#243; por completo el descuento existente entre su precio de mercado y su valor fundamental. De igual modo, iniciamos una reducci&#243;n progresiva de la posici&#243;n en la francesa Trigano, tanto para realizar plusval&#237;as tras el s&#243;lido comportamiento de la acci&#243;n y la consiguiente disminuci&#243;n de su potencial alcista, como para reducir la exposici&#243;n de la cartera a Francia, ante el aumento de la prima de riesgo pa&#237;s derivado del contexto pol&#237;tico.
 Con la liquidez generada, aprovechamos los episodios de correcci&#243;n del mercado para incrementar la exposici&#243;n en Amplifon (Italia), JCDecaux (Francia), Carl Zeiss Meditec (Alemania) y Anheuser-Busch InBev (B&#233;lgica), todas ellas l&#237;deres globales en sus respectivos sectores, con balances s&#243;lidos y un atractivo potencial de revalorizaci&#243;n.
 Al igual que en trimestres anteriores, la exposici&#243;n a renta variable se mantuvo por encima del 95% del patrimonio durante todo el periodo, reflejo de las numerosas oportunidades de inversi&#243;n identificadas y con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo.
 A cierre de ejercicio, el potencial alcista agregado de la cartera se situaba en torno al 80%, con un PER estimado para 2026 de 9,7x y una rentabilidad por dividendo del 4,6%.
  
  
 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 1,52%.
  
  
 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 10,85%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 10,51%. 
 La beta de GVC Gaesco Crossover Rv Zona Euro, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,94.
 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 0,24 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.
 Dado el fuerte potencial alcista que presenta actualmente la Bolsa europea, muy probablemente continuaremos con niveles de inversi&#243;n elevados con el objetivo de maximizar la rentabilidad de los part&#237;cipes del Fondo. La sobreponderaci&#243;n en compa&#241;&#237;as de calidad en el segmento de peque&#241;as y medianas empresas deber&#237;a aportar una mayor rentabilidad a largo plazo respecto el &#237;ndice de referencia del Fondo.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El objetivo de gesti&#243;n es obtener una rentabilidad combinando distintas estrategias: principalmente venta sistem&#225;tica de opciones sobre acciones (VOA) y ii) trading sobre activos de RV y de RF. La exposici&#243;n a RV ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de RV emitidos por empresas mayoritariamente de pa&#237;ses OCDE. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial, con un sesgo hacia la peque&#241;a empresa. La exposici&#243;n a la RF ser&#225; como m&#237;nimo del 25% y hasta el 70% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB- y sin calidad crediticia hasta un 15% siendo la duraci&#243;n media de la cartera de RF a 7 a&#241;os. La exposici&#243;n al riesgo de pa&#237;ses emergentes ser&#225; hasta un 30% y al riesgo divisa ser&#225; superior al 30%. Se podr&#225; invertir hasta un 30% en IIC, incluidas las del Grupo. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el MSCI ACWI WORLD NET TOTAL RETURN (Eur) para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">La inversi&#243;n en instrumentos financieros derivados se realizar&#225; tanto de coberertura como inversi&#243;n; en concreto, en opciones sobre acciones y en futuros de &#237;ndices de renta variable.</iic-com:OperativaDerivados>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">6584582</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">12.9680</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy" unitRef="euro">11.3392</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy2" unitRef="euro">10.7030</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S22025_V-10920056_ipy3" unitRef="euro">9.8634</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.20</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.10</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.20</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S22025_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_dpq" unitRef="pure">4.62</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.36</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">5.94</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">8.51</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadExtremaClase>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.82</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">2.26</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-11-24</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">9.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">6.33</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">6.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">14.22</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">8.31</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">6.06</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">BENCHMARK CROSSOVER VOA MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">6.59</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">4.73</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.65</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">10.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">5.88</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">5.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">4.59</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">3.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">3.36</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">3.58</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">2.51</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">2.29</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.13</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.02</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0236463008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|AUDAX RENOVABLES SA|4,200|2027-12-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">193604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">95328.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2355632584</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|GRUPO ANTOLIN IRAUSA|1,750|2028-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">132486.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0305663009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|CORP CONFIDERE|6,000|2030-03-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">199531.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">202697.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0280907025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|UNICAJA|3,125|2032-07-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100227.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">99480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0305121016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|CLERHP ESTRUCTURAS|2,000|2027-12-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">104640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">101301.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">USJ57160DZ32</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|NISSAN MOTOR IB&#201;RICA|2,405|2030-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">160602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">155426.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2322423539</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|INTL CONSOLIDATED AI|3,750|2029-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102283.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">XS2383811424</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|BANCO DE CREDITO SOC|1,750|2028-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98735.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98469.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0305561005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|PARLEM TELECOM|8,000|2028-06-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">107602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">99901.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NO0013684563</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|GREENALIA SA|3,500|2030-11-20</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100338.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0241571019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|GENERAL DE ALQUILER|5,250|2030-11-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">14.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1189315.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">15.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">14.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1189315.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">15.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">23.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">23.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">10.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">38.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1989315.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">25.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">112540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">106590.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0124244E34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CORPORACION MAPFRE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">391416.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0165386014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOLARIA ENERGIA Y MEDIO AMBIEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0122060314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">114608.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">127200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0129743318</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ELECNOR, S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">97425.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0132945017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TUBACEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">226780.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">285260.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0134950F36</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FAES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">309600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">273300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0178165017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TECNICAS REUNIDAS &#38; WESTINGHOU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">44583.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">31615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0622060988</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Derechos|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">58600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">891811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1440966.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">18.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">891811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">10.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1440966.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">18.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4161147.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">48.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3430281.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">43.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">AT0000A2HLC4</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">29592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">32056.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">29592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">32056.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US912797RF64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO USA|3,543|2026-07-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">458995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">458995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PTMEN1OM0008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|MOTA-ENGIL, -SGPS, S|3,625|2028-06-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">105459.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">104756.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PTFIDBOM0009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FIDELIDADE CIA SEGUR|4,250|2031-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">100742.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100625.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000A382616</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|DEPFA DEUTSCHE PFAND|4,000|2028-01-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">101389.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">101731.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400PIA0</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ELO SACA|5,875|2028-04-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">207330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">191510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NO0013331223</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|GOLAR LNG|3,875|2029-09-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">170445.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US30303M8W51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|FACEBOOK|2,775|2064-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">79173.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">764538.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">9.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">498622.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1253125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">14.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">530678.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US912797QS94</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO USA|4,281|2025-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">624898.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">624898.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1253125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">14.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1155576.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">14.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0007664039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|VOLKSWAGEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">35848.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000051807</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SR TELEPERFORMANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400AJ45</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0010273215</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">271040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0162551016</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079K3059</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US47215P1066</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US62914V1061</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7223041028</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8969452015</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US98980L1017</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000TUAG505</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7170811035</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US72919P2020</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA6445351068</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">42199.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120966</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">102960.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NO0011202772</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">92734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0090661010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|AIRBNB CLASS A</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">224705.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0567521085</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BAIDU.COM, INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">43685.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US17888H1032</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US29355A1079</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US30063P1057</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US37954A2042</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GLOBAL MEDICAL REIT</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US58463J3041</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US70450Y1038</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US81761L1026</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1989678.00</iic-com:InversionesFinancierasValor>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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mRQ4cOyV+/aC/5j6iWv0WVFwEpg8dLpkG+uqRQM4N6v1FbNZN54idSxqheYwoKCmI1179V279osn6jQlxu/DpFecnr16937tw5JydHXTH07dv3t99+Uz6/X79+KSl/XKE4MWDAAOVlbty40bp1a4Uzn3nmmfLy8jt37jRt2lR8GRIS4ujoqOlpSc0da9GihcrPLpJfXlSOWEz25dSpU/38/Hx9fUVjyS9/6tSprl27yjYLyV+DyouAlAGvLumwZjZu/oKUMZJ5PWi1tGHm/PnzrOl63iQzMjJG+V9kavQG5YXFM/SKFSvUFUNCQoK7u7vKWxGNIjs8xZUrV0xNTZWXiY+PHzRokMKZtra2KY9069bt2rVrFhYW2dnZT5Ay9vb2M2fOzMvLU7e8tFVG1lginszMzC4+0qZNG/Gl/PLvv/++LLtl16DuIiBl8JiG/OqSLmpmkvssUsZIpktYpJQyqamprOn6lJ+fbx0eqeJgn+tiiouL5Zc8fPhw//79Kysr1RVD3759T58+rfJWGjVqdPfuXem0OPH0008rLJCZmWlpaXn8+HGF8/fs2WP5yL59+2bMmOHp6SmdY2VllZGRoTJlVO4rU1BQMH369E6dOj377LPOzs6XLl1SWF5UyIgRI86ePSudv337dicnJ+m0o6Pjjh075MNFXNvzzz8v/XxkN6HuIiBl8D/3f/+diKndmmnRpufPZ/NJGWOYJus3LvZaymtM+nft2rXX10Ur/4tMWr9BYXeZfv36nTlzRt3Gj5SUlLfeekvdrWjeKiOiRNTJN998o+F+ZmdnW1hYiHtra2ub/Ej37t213yojU1hYOHv27MGDB2teftiwYZs3b5ZOx8XFyXbikS3v4+Mj7RUkO0fdRUDK4H8qv/+egqn1mkndk0HKGMlM8fXnNSaDWLRxk8K/hcn6TYHbv9Byg4csdDQcfULDvjLbtm3r2LHjkSNHNN9JR0fH0NDQB0p7z1Q3ZR482ilHtk+MyuULCgpMTEzkv1PxpThTfvnbt2937dr1119/lW2nUXcRkDL4n4rNm8mXWq+Zz7xWkDJGMm8EBksps3//ftZ3fTp/6dL0qGjZnr/NI2PnRseUlJRo+u3/eAHs2bOnf//+GpZZu3atyncwrVy5snPnzupelpKJj4+3s7OTthLJ7z2jfco4ODikpaUVFxcXFRUtWLDA3t5ew/LiXrm5ucmf4+7uLm0vlF8+Li7O2dlZOkfDRUDK4H/KlyyhXVTWjO1f7Z84ZXr0GUHKGMm8FBohpcymTZtY3/Xs1q1bkQmJn/576+It2zb9J1Xdp7aoKwZRBqI2NCxz//79efPmmT4yf/582efKKG/pUX6fkbgzNjY2IkRk2STbe0blHVO56UhcasiQIa1atTI3Nx8zZoxsy5/KlOnRo4dCT4sve/bsqfxN9e3bVzpHw0VAyuBPd+/e8fAgXFTOZdd3a1IzR388QcoYwzSN3CiljK+vr7RvKer2M8RTPEeAlIGcytxckkVHNRMRFUfKGNVRsoWLFy+y1gMgZeqVe6mp9IqOambMxA9IGSOZESuCpJThw1IBkDL1zd3QUGJFm5r524uDnuAt2Tl5v5AyxjDdQtZKKSP/wfAAQMrUB+WzZ1MququZpK/TSBljmJbrYqWU8ff3Z60HQMrUH/evX6dRdFozcz9ZTsoYycxdtoyjZAMgZeqbymPHCBSd1oyNnSMpY1THlRSOHTvGug+AlKknKrZvp050XTOHf8gkZYxh3l6xUkqZnTt3su4DIGXqibuff06a6LpmVodHkzLGMANXhUgpExgYyLoPgJSpJ8rnzaNLnmzOT363o1VfbVJm+Mj3SBljGNvQP97EJCh/8Ct0pLKy8uChIxHR/47csOV41kmVy6Snp7/55putW7fu0KGDh4fH1atX/3gmeFyrVq1UPFuoOmyTUFxcPHnyZDMzs7Zt2y5ZskT5gvv27bOysrK0tBS3Lp2ze/duGxsbdZ9HrO7Tfi9fvuzq6tq+fXtx/4cMGbJnzx6VC8vfQ3ErXbt2Vb5yExOTjh07jh8/XuE43snJyXZ2dk2aNBF/itOy81XetPLdVneOOPHqq6+q+ys93DF116z5mFzyVP4kIyMj5c9JSUlR+HaUr1n2ZZs2bYYPH56bm6v80/v666979uzZtGnTbt26bd++XfPdIGX0iiKpyeRM0qpmGreyPf3zWVLG4NN+bZQsZTiupH7cunXL2z+00ysuT1mNFPM3+/dWhqxXOCy2MGjQoISEhKKiosLCwmnTpqk88vPOnTul40Wr6wyFc9zc3CZOnCiusKCgQDxTxsTEKCwgPfuK25WOuCTula2trfhS+5uQODk5zZkzR9xKSUlJWlqag4OD5kt99913Lz0i/xFH0mJ3797Ny8vz9fU1NTWV7dGVlZVlbm6emJgorj8pKUmcPnHihDY3rU3KiIKU/3gClSmj0zum8pq1/DRndT/JPn363Lt3T3bO3//+d+XvS93PRGT0okWL+vXrp3C++GYtLCy++uor8R2dOnVKPKI03w1SRn94+5LeaubL+K9JGYNPk/UbZSmTmZnJbwA9WBUW1aTLaKljpGn90riNm7/QcJEbN26I/8orn9+3b9/ffvtN+84Q/70WHSOdFs+pAwcOVFhA4TjYISEhjo6Oml4sUPMs2KJFCw0b+ZQvNXXqVD8/P/HkLaJN3WJigX/84x/SafGsGR4eLvursLCwCRMmaHPT2qSMeFbu2rWrbEOUupTRwx2Tv2YtU0bdT1JUVFxcnGy70fTp07VPGekR2KxZM4Xzx40bt3btWu3vBimjxw2/Z8/SIvqpmVlzl5IyRvV+7L179/IbQA+bZEa6fizfMdJMneWt4VLx8fGDBg1SODMhIcHd3b1aT9giZa5cuSKdFk0j/tOvsID8cbCvXbsm/s+dnZ39BCljb28/c+bMvLw8bS4lysnMzOziI+Ieii9VLnb27Nm2bdtKp62trS9cuCD7K3H6hRde0OamtUkZ8ef7778vO852lSmjuzsmf83apIyGn+S5c+fEv6l0YFFRwGfOnNE+ZcQjYeHCheJSCueLb1blMU/U3Q1SRo8pwzuxa69mOlj+n4aU6fjCAFLGqN6PvWPHDn4D6Fp+fr5130nKKeM4dlZxcbHKi2RmZlpaWirskCE9IZ0+fbpaT9iurq4uLi6Fjzg7O5uYmCgsIH8c7BkzZnh6ekrnWFlZZWRkqLwJlbtZFBQUiP/3d+rU6dlnnxU3dOnSJQ13bPv27U5OTtJpR0dH2eNQYbHbt2/L7vAzzzwj/wQp24xU5U1rmTLiSp5//nnpX6TKlNHdHZO/Zm32ldH8k3z77bd37tyZmJg4dOjQB0q7/mjYV0bo0KGDeOgq3EmFb7bKu0HK6M+9tDQqRG818+3Bw6SM8bwfOyIigt8Auib+g/v6qA+VU2bS9EXKu8sIIiBESXzzzTcK56ekpLz11lvVfRlF3Lp4En3uuefatWu3fPny9u3bq7tsdna2hYWFWN7W1jb5ke7du2u/VUZGNNPs2bMHDx6s4VLDhg3bvHmzdDouLk62V5DyJgpzc/MqN35ovmmJ6AP5HZnF6caNGyvcqI+Pj7QfkjZbZWrrjmm4Zm22ymj+SYoqffnll3v37p2amqrh21G4M/fv38/Lyxs4cOCuXbu03Cqj7m6QMvpT8cUXJIjeaiZo9XpSxnjej+3r68tvAD3w8g1p9Pwo+Y5p0mX0qrBo5SW3bdvWsWPHI0eOKP9Vv379Dh48WN2UkRceHi6yRt3fiv9Mh4aGPlDae6a6KfPg0W4WLVq0UHepgoICERbyGwDEl+JM5SsXj89Ro0ZJp8eNG6ewS4r8PqcablpiY2Mj2xv3waPdV1988UWF+3b79u2uXbv++uuvVaZMLd4xDddc5Y9am5/k3x6RXmaq1r4y58+fF+Er7vaDx/eVWbdunfZ3g5TRY8pERtIfequZN0a8S8rwfuyGRvxa95y3XLbnb8sXx37iFXjr1i2FxVauXNm5c2eVLyGJ/173799f+xdNZFxcXMT/sK9fv75161YrK6ucnByV9zA+Pt7Ozk7aSiS/94z2KePg4JCWllZcXFxUVLRgwQJ7e3t1lxLfppubm/zfuru7S/upSIuJu3H27FnxpG5mZibbM12cMDc3T0pKKikpSU5OFqdlL8BpvmmJt7f3oEGDsrOzy8rKxJ/i9PLly5XvW1xcnKg9dSmjizum4ZqrTJkqf5KaX1Or8h937Nix0oZb+XcwtWvXTjxaROKcOnVK2sFZw90gZfSHz8fTc81kn/mZlDHsWIdH8n5sPRPhEr1x+2LfUO/P1/x7+1cqP7VFeQ8GWWiKZ0Hx/KHhiUfdThXiublLly7Nmzd3cnJS94Y1cWdsbGzEk64sm2R7z2hzJ2WXGjJkSKtWrcRz+ZgxYxQeV/J3qUePHvv375f/W/Flz549ZVf+9NNPd+jQYfz48fLbUR482utZZFbjxo3Fn4mJifKdp+Gm//g9f/euqBnxbTZt2lT8uWzZMtmre/L37f79+3379lX3uTK6uGMarrnKfWU0/yQ1p4y6fWXkl9+9e3fv3r0Vzhe5Jn2uTPfu3aV9YjTcDVJGf/h8PD3XzNYd8VLKhO3NoCoMMm0jonk/dj2g5Zt1AQM/UPkR6MEdDw+yQ0fzo/Pk1m17KqTMdM9PpZRZk/4tVWGQMY3YIEsZ3o8NgJSp2+7/978Eh07nwDuKNWNu+WreuV/ZKmMkKcP7sQGQMnU8ZfLzqQ3910zGgUPsK2PYkaVMbGwsvwcAkDJ1WOWZM6SG/mvGLyCMlDGSlAkLC+P3AABShpRhqlczr9mPIWUMO58u9ZZSJjg4mN8DAEgZUobRag46vyurmRPZp0kZA84sHx9SBgApQ8owT14z/972JSljDCkj8HsAAClDyjDVrhm3KXNJGQPOVF8/UgYAKUPKME9eM53/Msg/MZmkMNS4+X0uSxmVnzyLWv5VU1l5/MCBjC1bMrZu/enYMdW/8dV8qOvevXulD43t0KHDu+++K390myqXKS4unjx5spmZWdu2bZcsWaJ8wX379llZWVlaWqanp0vn7N6928bGRsOj4vjx48OGDWvdurWpqengwYOlQxU+UPORfcnJyXZ2dk2aNBF/itPK32zLli0dHBwUDtcg7kDXrl0Vfjg8ikgZkDJGVzP/XLWWpDCGlBHPdvwq0KmSkpKUkJBL06ZJD/5znp7/iYxU1wrKz9l///vfv/zyy0uXLt24cWPp0qXiiV/5UuqWcXNzmzhxYmFhoYib8ePHx8TEKFxQKoyEhATpiEsVFRW2trbiS3Xfi3QA7fDwcHFb4pGTkZHxxhtvqLvnWVlZ5ubmiYmJ4ieQlJQkTss+mF+2sPgrHx+fV155RXap77777qVHDh06RMqQMiBl9DS33d0vT5kiJtfj/ZMeU4+/N3X35PfFbHV5P2rClIgJUz59y13MlDfeHf+666jBrt17TRDTd/LHJIWhZvznK0gZvdkdFXXzvffkV5liD4+M7du1TBl5paWlzZs313xz8su0adNGdIx0WtTMwIEDFRZWOA52SEiIo6OjhisXPRQYGKjlPRcLKxw1WjoAocLC4g7LH4V76tSpfn5+vr6+06ZNI2VIGZAy1Rjxq1bKkRyPqSJHjv2ZI3HOU0SOhI3zkHLkXcfJIkdGDHKRcqRll1HSwX6fYDoNcicpjGGrjPjvNb8KdOfWrVvfL16svMbt8/evbsrcvHlTPMcPHz5cw80pLCNS5sqVK9Jp0TSmpqYKy8sfB/vatWsWFhbZ2dkart/c3Dw/P1/Le25tbX3hwgXZl+L0Cy+8oLDwjRs3xB2WNZaIKjMzs4uPiDsvviRlSBk0rJS58WeO/PQoR478mSMb3nm4dSR43B9bR5wdHubI0AGTpBxp8sLoJ86RmkyLF8eSFMaQMuqemVArxI8394MPlNfWzPnzRTponzLSniUiNfLy8tQ+Zygt4+rq6uLiUviIs7OziYmJwkXkj4M9Y8YMT09P6RwrK6uMjAzlm3j66afLysrkb07dcZWlTT6yFpEyRbb1Rf6wzC1btvzxxx+l87dv3+7k5CSddnR0lB1Yg5QhZVCXUub6ex5Sjpx8lCOH3P/IEdEiYgLH/LF1RLSIGId+zlKOGKRFaj7NgtdRFQYZTx9fUkY/SkpKjn72mfKanuHrW1lZWa2tMuKqlixZMmjQIM03J7+MqCVRMM8991y7du2WL1/evn17dReUdoIRy9va2iY/0r17d222ymhIGW22yty+fXvlypWDBw+Wvhw2bNjmzZul03FxcbLNS6QMKQN9p8xVj4ctcsnjjxz51u1hjqRMnirliN/ohzky/88cGfTqwxz5a8+6miM1GeuP/akKg3+ujMKbR1Dr/hMefltpA+oeNUe/0vycLUqlRYsWVcaTymXCw8NF1qi7lKOjY2ho6AOlvWcUjBkzZtWqVVqmzLhx4xT2lRk/frzywjdv3mzWrNmDR3vzmJiYyG+wEV9K78YiZUgZPEnKXHmUIxemvC/lSMajHEl0/WPryLKR74kcmT3cTcqR1/pMFDnSxW5cA8yRGqXMpHlUhUFm7rJlbJXRm6LCwrSAgP96eEi/W4qmTElZvfrWrVtapsyoUaMyMzPLysouXLjg6empckOFumVcXFzy8vKuX7++detWKyurnJwclTcaHx9vZ2dXUVHx4PG9Z5SXzMrKsrCwiIyMFIUhvoW9e/dqSBlxl8zNzZOSkkRdJScni9PHjx9X3ioTHBz88ssvi9MrV650c3OTvwZ3d/egoCBShpSBJrlZOQHvL/pw4jwx9vZTRI5Y2pIj+hvL16dQFYY9nCQpox8iMg7Ex6dHRaVHR3//n/9I0aAcMfJk5ycmJv7f//1fs2bNRItMmzZNtoeNNsvExcV16dKlefPmTk5OIixU3rfy8nIbG5u0tDTpS/m9Z1Quf/jwYQcHhxYtWrRp02bIkCGyxVTe/4SEBNFGjRs3Fn+KO6n8zYr7PGDAAFFI4swePXrs379f/rbElz179tTwwwEpgwencs7TEwYcs57vUBUGT5mioiJ+FdTJZwie0UHKQCguuUlPGHaahEcTFnqe5pGx8inD58oAIGXqtqY2vKJkyLH4bAVtoecxjdggnzKlpaX8HgBAytRhNoM+oCcMOM+7LaAt9DxmETHyKcMvAQCkTN32+viF9IQhU2bYB7SFnsc6PJKUAUDK1B+T/rWKnjDgmPeeRFvoeWzC1sk6JiAggF8CAEiZum2uTyw9YcAxsR7VKDKWvNDn9A0Ok6VMcHAwvwQAkDJ1W3B0Ej1h4LdkeweTF/qcoYGrZCkTEhLCLwEApEzdti3xADFh2Ok8fRF5oc+ZJHcsyVg1H58PAKRMnZFx6BQxYeDDF7zlSV7ocz70WS5LGdmh+6BTFRUVSUkpQcFrQsLW7d2XofJAkmqfCR7XqlUr5WWKi4snT55sZmbWtm3bJUuWKF9W3ZXv27fPysrK0tIyPT1dOmf37t02Njbl5eXqLpKcnGxnZ9ekSRPxpzit8k7KblR2uk2bNsOHD8/NzdV8PcLly5ddXV3bt2/funXrIUOG7Nmzh8cPKYMq5F8sJCYMOx36uZEXeptGUZvk376UkpLCLwFdKykp+WyRT2vzXk81fVFMB+vX/PyDNLSCBjt37pw7d67y+W5ubhMnTiwsLCwoKBg/fnxMTIxCDKm7QikjEhISpCMuieSytbUVX6pbPisry9zcPDExUXxTSUlJ4vSJEyc03Jbsy6tXry5atKhfv35VXo+Tk9OcOXPENyL+Ki0tzcHBgYcQKYMq/7d0j5gw7DT9yxgKQ2/TNiJaPmUOHz7MLwFd+3zFapOWf5M6Rprmz3WPXP8kL+317dv3t99+Uz6/TZs2omOk0yICBg4cqGXKKBwHOyQkxNHRUcMdEJ2kcLDrCRMmaJMywo0bN6QjYGu+nhYtWvCxjaQMqq1tz8n0hGGn5Yq1RIZ+5sWwCPmUOXv2LL8BdL1JZuiISfIdI437lFnVepnpwaNDM7q7u6v8K5EyV65ckU6LpjE1NdUyZeSPg33t2jULC4vs7GwN98Ha2vrChQuyL8XpF154QZuUEVe+cOFCkWJVXo+9vf3MmTPz8vJ48JAyqIaBoz8hJgx8iOwPvYkM/cxrq0LlU0Z2CGXoSH5+vvWLA5VTxnHoO9U9+pXogNOnT6v8K1dXVxcXl8JHnJ2dTUxMtEwZ+eNgz5gxw9PTUzrHysoqIyND5VacO3fuyL6Ubc7RkDIyHTp0kB2GXcP1FBQUTJ8+vVOnTs8++6z4Xi5dusSjiJRB1fhoGcPv+TvuIyJDPzNsRZCsY7y9vVn968pWmZSUlLfeekvd34okFc/6zz33XLt27ZYvX96+fXstU0YmOzvbwsJCXI+trW3yI927d6+trTL379/Py8sbOHDgrl27tLweafPS7NmzBw8ezKOIlEHVdn59iJgw8FaZwe8RGfp/J3ZYWBirvx4s91vZqPlf5Tum6bPd1qxdX60r6dev38GDB7VZMjw8XGRNdVPG0dExNDT0gdLeMwrGjRunsI/L+PHjtXmBSTh//rxorBs3bmhzPRKxcIsWLXgIkTKo2sXfrxIThp3WthOIDP2/E3vLli2s/npw9erVuR8vbv5cd6lj2nTss8TLr6ysTPtr2LNnT//+/RWfIeQqwcXFJS8v7/r161u3brWyssrJyalWysTHx9vZ2VVUVDx4fO8Z5SUzMzPNzc2TkpJKSkqSk5PF6ePHj2uZMsLYsWMjIiI0X4+Dg0NaWlpxcXFRUdGCBQvs7e15CJEy0Er73m70hGHnmZAoOkPX0zRyo/yOMqmpqaz7+lFeXr79i13+AasDAkOSklKqu8OveDoXtaEhZeLi4rp06dK8eXMnJydRCfLLKHzQi8r7ZmNjI+pBlk2yvWdULp+QkCByp3HjxuLPxMREDfdK+cvdu3f37t1b8/WIOzBkyJBWrVqJvhkzZsz58+d5/JAy0MrIKX7EhIE/XWaeH6mh57cvHT16lHW/Dj9DPMVzBEgZyPFf8yUxYeA9fyd/TGroehxXBvNObACkTP209+AJYsLAR2Jymkpq6Hqm+PrzTmwApEz9VHqzjJgw8PGxe75Dauh0TNZvWuy1VNYx/v7+rPgASJl6pZvjh/SEAafR86NM1sYSHLob6/BI+U0yvH0JAClT30z5OJyeMOyYLwokOHQ3rwetlk8ZLT+kBABImTojYnMqMWHYeX7KpwSH7may3IfjCRcvXmStB0DK1CvHs88REwZOmRH/JDh0NI2iNn261FvWMT4+PtX9aBMAIGWMXUXFPQ6Rbdix6DOJ5tDRWK5ZL79JJjY2llUeAClTD7G7jGGnSZfRNIeOpv/jB8Tev38/67t+/6dU8d1336XuTtudlvbDD8eebJOYvb19lR+Lp7BMcXHx5MmTzczM2rZtu2TJEuXl9+3bZ2VlZWlpmZ6eLp2ze/duGxub8vJy1U9Lf2rTps3bb7997tw5+b8VF+zatavC8tKJy5cvu7q6tm/fvnXr1kOGDNmzZ4/CFSp8JLG65VXemZYtWzo4OCgcNlzDnRGSk5Pt7OyaNGki/hSnZedrc7sgZYwany5j8Hlu+WqyQw87yig8A0Gnrl8v/io+4eRPZ87mXxCTeeLUV/Hx1ToGkxAbG9u/f3/NKaO8jJub28SJEwsLCwsKCsaPHx8TE6NwEemJPCEhQTrikkguW1tb8aXap6U/r7yoqGj+/PkDBw6U/ZVotZceOXTokPLyTk5Oc+bMEXejpKQkLS1NlIdyXshTt7zKOyOW8fHxeeWVV7S8M1lZWebm5omJieKCSUlJ4vSJEye0v12QMsb+GlPLlybSE4Y8RLanF9lR69M8Mlb+E2W8vb3V/Z8bupCQmJh37lepY6Q5/fPZ3bvTqhND1zt37pyTk6MhZVQu06ZNG9Ex0mnx9CxfHhKF42CHhIQ4OjpqelqSu3LxZC9/2OqpU6f6+fn5+vpOmzZNeXmxZGlpqeYrlKdueXWXFQvLH8pb850RVadwXO4JEyZof7sgZYzdpH+toicMefiCkR9SHrU+vVeHy2+SiYqKYk3XG/F8v3dfhnzHSPN1yn+0f5lJPB+vWLHigcbjLqlcRqTMlStXpNOiaUxNTRUuJX8c7GvXrllYWGRnZ2tTD9JWmQEDBkhfihgyMzO7+Ii4UfGlwvL29vYzZ87My8vTMmXULa/ysjdu3BDhIgu1Ku+MtbX1hQsXZNcjTr/wwgva3y5IGWMXv/sIPWHA6TTInfLQ9atLsmMgQw/y8/O/+/6IcsrsS99fXFyszTUcPny4f//+Uveoe+JXt4yrq6uLi0vhI87OziYmJgoXlD8O9owZMzw9PaVzrKysMjIyVNaDRLTCiBEjZIfx2r59u5OTk3Ta0dFxx44dCvVQUFAwffr0Tp06Pfvss+KeXLp0SeEKFfaVUbe8yjsj7S7z448/anlnnnnmGVnfSOkj26Kjze2ClDF2ZXfu8hqTAadZ17GUh05fXWJHmTq3VaZfv35nzpzRvA1D3TLXrl0Tz8fPPfdcu3btli9f3r59e3W3kp2dbWFhIZa3tbVNfqR79+7avx40bNiwzZs3S6fj4uKGDx+ubnkRVbNnzx48eLDmK1S3vMo7c/v27ZUrV8qWqfLOaNgqo83tgpThNSamimkRtI7+qMXpE/zYq0sBAQF8ooye1XBfGXXbLaq7THh4uMgadbfi6OgYGhr6QGnvGW1SpqCgwMTERP7WxZfiTHXL37hxQ7aTTZUpo7C8ujtz8+bNZs2aaXlnxo0bp7CvzPjx47W/XZAyvMbEVPUa00fL6I9anPf8HjsadmJiIuu4ntXKO5iUn7zVRYD8+S4uLnl5edevX9+6dauVlVVOTo7qX3rx8XZ2dhUVFQ8e33tGy5RZuXKlm5ub/Dnu7u5BQUHyyzs4OKSlpRUXFxcVFS1YsMDe3l7zd6FueXVbZYKDg19++WUt70xmZqa5uXlSUlJJSUlycrI4ffz4ce1vF6QMrzExVe356zyH/qitab1ug9fjeHXJIGrlc2WeIGXi4uK6dOnSvHlzJycn8fytcvny8nIbGxvZHlTye89omTI9evRQ+KQi8WXPnj3llxdXO2TIkFatWoluGDNmzPnz5zVvT1K3vMptUc2aNRswYEBWVpaGO3Pz5k1xbf/bVJaQIKKtcePG4k/5vtfmdkHK8BoTU9X7sV+fQoLU1rz2+Cfj8epSvXqGeIrnCG2JXAsJCVF+LzpIGV5jYnQypt0mkiA6enVJ/lNNgYbDxMSkV69esrc4gZRpEMru3G1qM46qMNgRDMKjqRBdvLrE1nIApEwDwvGYDDjtPgkgRGo+A1eFyHeMtOcjAJAyDcWpnPMkhaHmebcFhEgNp1HUprnLlsmnTGpqKus1AFKmYRnh5kNVGCZl/t90WqSG0yNkDa8uASBlGjoOlG2oafuyMy1Sw5m+3I9XlwCQMnjQa+hHhIX+x8R6VKPIWHLkiadLWKTCJpm9e/eyOgMgZRqizbu+ISwMMm28giiSJx5n/wD5jvH29i4tLWV1BkDKNEQVFfcs+3oQFvqfzlMXUiRPNm0johU2yezatYt1GQAp03AFrosnLAxw+IK3PImSJ5sRK4IUUuby5cusyABImYaruOSmqZ0LbaHnaf/aZKLkCaZ5ZOzCpUvlO2bTpk2sxQBImYZullc0baHnafqXMXTJE4x9UIjCJpnc3FxWYQCkTEN38ferJi+MIS/0PM/6hZIm1RqT9YofixcWFsb6C4CUwUMTZwTSFvo+RPaH3tRJtab/48fBFo4dO8bKC4CUwUOncs6zYUbfe/6OnUWdaD9NIzcu8PaW75iAgICKigpWXgCkDP4w/ZO15IVet8oMfo9A0X6GKb1xKT09ndUWACmD/+GtTHqeVi+NI1C0HLOImMVej71xycfHh4/FA0DKQFHE5lQKQ5/TLHgdmaLNTHz8432FtLQ0VlgApAwUVVTc6+b4IYWht+kwz49MqXKswxWPuOTv719WVsYKC4CUgQoHjp6mMPS35++keZRKlTPV108hZY4ePcqqCoCUgVq8MVtvY+UwhVLRPL1Wr1HomJCQkMrKStZTAKQM1Lr4+9WmNuPoDD2MWc93iBXNn4k3e5mPQsrk5OSwkgIgZVAFn5Av6Az9jMnaWJJF+8MUxMbGsnoCIGVQtbI7d637TaUz9DDmiwJJFpXTNiJa4ciRwqVLl1g9AZAy0Er87iN0hh7mebcFVIvyNIraNMXXX6Fj4uPjWTEBkDKoBsd3lpAaOk+ZEf8kXJTn9aDVCh3j4+NTUlLCWgmAlEE15F8s5PN/df4CU+9JhIvCtF8bpfDZvhymAAApgyfEy0y6niZdRtMuCu9a+udyX4WOCQsL48iRAEgZPKFZXtEEh27fku0dTMHI5o3AYIWO8fb2vnjxImsiAFIGT6jszt1eQz8iOHT4QXn/XEzBSNM5fL3yS0v79+9nNQRAyqBG8vJ/b/HXCTSHrg5fMPJDIkZMk/UbZ/kofiBeREQEn+0LgJRBLdi86xuaQ0fTcYAbHSNm2Iog5XctFRYWsvYBIGVQO9xmh5AduphmXcfSMS+FRngpOXToEOsdAFIGtab0ZpndkJmUhy6m5Yq1DbljLNZGf7rUW6FjYmJieGkJACmDWnY8+9wzfxlLedT6dPpoWYPtmOaRscq7yPj6+hYXF7PGASBlUPsiNqdSHrW/5+/EOQ32AAVufp8rv7R09OhR1jUApAx0ZdK/VhEftTuWg99rmCnz9oqVyh2zbds21jIApAx0qPRm2YBRC+iPWhzTbhMbYMf0DQ5T7pg1a9aUl5ezlgEgZaDzmnnp9X+SILU4z4RENaiO6RIWqfxpeAEBAewiA4CUgZ5cvlJs/ZoHCVJb0+6TgIbTMW0johd4eysfoCA/P581CwApA/05c/Y3U9uJVEjt7Pk7+eOG86m+nj6+yi8tZWZmsk4BIGWgb5mnzj7zlzGESM2n8xvTGkjHvOfnr9wxKSkprE0ASBkYRvp3J6iZmk/bl50bbMds2rSJT8MDQMrAkDZ/md7o+VHkSE1G/AAbRcY2wI4JCwsrKytjJQJAysDAQmMSyJEaThuvoHr8UXiTVH0Unq+vb1FREasPAFIGRsFn9VZypCbz/JRP62vHjP98hcqOOX/+PCsOAFIGRmTqxxw9uwZvYnrLk44BAFIGBjbPex1R8oQfLdPXlY4BAFIGhhcYvsXEmr2Aqz1NuoxuCB3j7e199uxZVhMApAyM2rrYnU15h3b151m/0HrzfqWJ/gEqO+b06dOsIABIGdQB0Zt2mP5tPHVSvUNke3rVg45puS52+nI/OgYAKYM6LyllT8eXnQmUauz5O3ZWXe+Yjmui5i5bRscAIGVQTxz7MeuvA96lUbScToPc63TH2Iau/XSpNx0DgJRBvfLLL+f+782pZIo20+LFsXW3Y+yDQrxU8fX1zcnJYUUAQMqgDisqKhr+zmxKRZtpFryuLr5ZaWTASpUdExgYePnyZVYBAKQM6rzS0lKPmV68SbvK6TjHp87t5Kvy4EpCZGSk+HfnwQ+AlEE9UV5e/nnQ2va93qFXNO35O2leHeoYi7XRH/osV9kxO3bsEP/iPOwBkDKoVyorK3d++VX/Yew6o/792K9PqSsd0zc4bOHSpSo7Jj09nUc7AFIG9da3337rNm1u65fGES7KY9bzHeOPmNbrNkxWdaRr6c1KWVlZPMgBkDKo506ePLlw8VLbQW60i4ojGIRHG/k7rhd4e6vbyZeDKwEgZdBQFBYWRkREjJ70Lw5xoDAWn60wzohpGrlxdECglxpr1qy5du0aD2wApAwakIqKirS0tFlzP+3cx4WCkc3zbguMsGOswyNnL/NR1zEpKSniX5OHNABSBg1Rfn5+YOBKx9EfNHqet2o/SplhHxhVxJis3/RGYLC6iAkKCjp37hwPYwCkDBq0srKyHTt2TJ85n7dqizHvPcl4OqZz+HqVx4aUveNa/NvxAAZAygAPnTx50tfXb6TLhy1fHNuQU8bEelSjyFiDR4xZRMzYz9XuGePv7y/+vXjQAiBlgMcUFxfHxMQsXLTk9benN+Tdgc28gw27e6/jymB1nxkjxMbGlpSU8HAFQMoAKlRWVh48eNDb23vu/IV9nDwa5g40nacvMtTRlHqvDp+7bJm6iPHx8Tl06BCPUgAgZVCFy5cvR0REiOdOz48+ebH/5AZ3+IKRH+q/Y7qERWrYLUaIiYnh2JAAQMqgGptnsrKyAgMf7q7hNm1ug9ojuEM/Nz3vFuPsH6AhYkJCQrKzs3lMAgApg2qrqKjYv3+/v//DYy+PdPmwgRzu4OF+QnqJmLYR0W+vWLnYa6mG3XsPHjzIZ8YAACmDGiktLU1OTvb29l64aMmIiZ4WPSbW+5ppuWKtrj/yTvOWGPHTTkxMFD95Hn4AQMqgdhQVFW3ZskV6onWbNtd2kFs93inY8kNvHe3Y2yNkjeZ9YoRNmzaxWwwAkDLQifz8fGmPYGH2vM/s35pWLz+HxnrcR7X+Fuv+q0I1HHxAtltMbm4uDzMAIGWgW1lZWUFBQdKz78JFS8ZO/pflK871aqvM4PdqK2JMIzYMDVyl7nDWMmFhYZmZmZWVlTy6AICUgT5UVFQcO3ZszZo1sifjqZ4f93b0MLGuD686tbadUMOCaR4Z23t1+GS/zzXs1Sv7yDu2xAAAKQODyc/P37Fjh/efWx0+XrBw6LgZ1n0n1fU9aZ4JiXqCgmmyfmOPkDUT/QOqLBjxE9u1axf7xAAAKQOjUFJSkp6eLn0OjaxpRk/6V7fBbk26jK6Tny4zz69ax6/uFrJWFIyGAw7Iv8U6LS2Ngw8AACkDo1NRUZGdnR0VFSX/zL148ZLJU+e8NvR9M7sJdWnP38kfa1MwL4VGjA4I/HSpt5cWgoODDx8+zOGsAYCUgbG7dOlSYmKij4/iG3Y8P/rEYeQHnfu41IEjMTlNVfdeJJuwdY4rg6f4+muzDUYICAgQP41z586xVy8AkDKoS27dunX48OHY2FhvpffvfLxg4djJ/+o/bKpNP9fmXY3x7dxtX3aW5UuryI3dQtYODVxV5UfCyPP19d21a1dOTg4FAwCkDOp805w8eXLnzp3i2V3ls/7seZ85e8x2GPmB7SA3Y3gdqulfxli+4txr9ZqRASs9fXzXrVunfcH4+PiI71QUDAccAABSBvVNZWXluXPnUlNTQ0JCNNTAgk8XvffBvKHjZvR29Gjf6x3Tv43X3fuhxJV3edVV3JDj6A/GTv7XVM+Pxa0rv19am4LZtm2bKLby8nL+oQGAlEH9V1RU9O2338bExGi5tePTzxbPmvupSJxJU2aPdPlQlMfA4VN7Obz3Yv/Jnfu4iCKRjeUrztZ9J8lGLCMbkSyvvz19xERPcSUfzv5k8eIl2ty0ujvp7++/efPmgwcPXrx4kW0wAEDKoIG6detWdnZ2WlqayIKAgAAv4xMaGio7HRgYuHPnzsOHD/ORMABAygAqlJSU5Obmfvvttzt27ND8OpR++Pv7R0VFxcfHZ2VlFRUV8Q8EAKQMUA1lZWXnz58/fPhwYmJiREREcHCwt7e3jqpFXPmmTZvEDR08eDA7O/vSpUt8BgwAkDJA7SsvLy8uLhaJc/bs2aysLFEee/fujY+P37JlS0xMTLCcqKioWDnxckSy7N+//9ixY+JKrl27xlumAYCUAQAAIGUAAABIGQAAQMoAAACQMgAAAKQMAAAAKQMAAEgZAAAAUgYAAICUAQAApAwAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAACAlAEAACBlAAAASBkAAABSBgAAkDIAAADG6f8DuHL16D16w28AAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 7.993.965,70 euros que supone el 94,08% 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 1.627,55 euros, lo que supone un 0,02% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de medio 1,5236 millones de euros en conce pto de compra, el 18,61% del patrimonio medio, y por importe medio de 1,509  millones de euros en concepto de venta, que supone un 18,44% del patrimoni o medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 los PMI&#180;s Americanos, los datos de PMI manufacturero, contin&#250;an d&#233;biles, indicando contracci&#243;n, pero compensados por los PMI&#180;s Servicios. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflaci&#243;n en el 2,1%, que baja al 1,9% en el 2026 y 1,8% en el 2027.  A pesar de estar Alemania floja, tanto el crecimiento del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores pa&#237;ses de Europa, estos son, Alemania, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera que Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esperado a finales del primer semestre.
 Francia contin&#250;a penalizada por su inestabilidad pol&#237;tica, siendo el &#237;ndice el que menor revalorizaci&#243;n lleva de la Eurozona.
 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del semestre, el peso en renta variable nacional se redujo , pasando del  18,34%, al 11,11% sobre patrimonio, siendo Faes Farma, y Tubacex los valores que m&#225;s pesan con un 3,64%, y 2,66% respectivamente. Por el lado de renta variable extranjera, el incremento del 25,33% al 30,77% siendo los valores que m&#225;s pesan: Airbnb (2,71%), ASML Holding (4,33%),  Microsoft (1,93%) y Capri (1,71%). El peso en Renta fija corporativa se sit&#250;a en el 24,77, siendo el bono de ELO SACA 5,875% el que m&#225;s pesa en la cartera con un 2,53% del patrimonio. Tambi&#233;n mantiene el bono soberano de Austria 0,85% de cup&#243;n por un 0,35% del patrimonio. Por el lado del mercado monetario, el fondo tiene deuda soberana espa&#241;ola (letras) por un 23,53%  y un treasury americano vencimiento diciembre 25, con un peso total del 5,41%. Adicionalmente se han realizado distintas operaciones de venta de puts, sobre valores Americanos y Europeos por un efectivo de valoraci&#243;n de primas a cierre del semestre entorno al 2,82% del patrimonio. 
  
  
 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 3,34% durante el periodo y en los &#250;ltimos doce meses ha sido del 4,18%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 7,21%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,47%.
  
  
 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 8,2% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 2 participes, lo que supone una variaci&#243;n del 7,14%.   La rentabilidad neta de la IIC durante el periodo ha sido del 7,21%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,84%. 
  
 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 7,21%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 A lo largo del semestre se compraron por el lado de RV t&#237;tulos de Rapid7 Zoom, Jd.com, Kraft, Nebius, Var energy, Sirius, Kraft, entre otros. Muchas de estas entradas, provienen por ejecuci&#243;n de put&#180;s
 Por el lado de ventas, cabr&#237;a destacar, Solaria, Elecnor, Rio tinto, Reddit,Hims, Mapfre, entre otros. 
 Adicionalmente, y cumpliendo el folleto de inversi&#243;n se han realizado operaciones de put write sobre valores, principalmente Americanos y con vencimiento, Octubre 2025, Mayo 2026,Junio 2026, Julio 2026, Enero 2027.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones que han proporcionado un resultado global de 166298,84 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 9,72%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 1,52 millones de euros, que supone un 16,69% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,28%.
  
  
 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 6,30%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 5,94%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 18,67 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 La beta de GVC Gaesco Crossover Voa Mixto Intern, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 1,19.
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 1,78 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.
 La cartera actual, tendr&#225; que estar acorde a las circunstancias de mercado y adaptarse a las grandes incertidumbres que tendremos que afrontar durante todo el 2025-2026 tales como inflaci&#243;n; guerra Rusia-Ucrania; guerra arancelaria y posible recesi&#243;n mundial. 
 El comportamiento actual , teniendo en cuenta estas circunstancias, est&#225; siendo muy positivo, cogiendo toda la tracci&#243;n que est&#225; experimentando el mercado.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">La inversi&#243;n en activos Growth (Crecimiento) es una estrategia consistente en invertir en compa&#241;&#237;as que est&#225;n teniendo un crecimiento de su negocio ( de sus beneficios y ventas) por encima de la media del mercado, y que previsiblemente lo seguir&#225;n haciendo en el futuro, buscando obtener beneficios a trav&#233;s de la compra de acciones de dichas empresas. La exposici&#243;n a RV ser&#225; como m&#237;nimo  del 75% y hasta el 100% del patrimonio en valores de RV nacional o internacional, emitidos por empresas de pa&#237;ses OCDE, principalmente de Norteam&#233;rica ( superio al 60% del patrimonio) y que tengan la consideraci&#243;n de Growth ( superior al 60% del patrimonio). Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la RF ser&#225; como m&#225;ximo del 25% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una claidad crediticia m&#237;nima de BBB- y con una duraci&#243;n media del acartera de RF inferior a 2 a&#241;os. La exposici&#243;n a pa&#237;ses emergentes ser&#225; hasta un 15% y a divisa ser&#225; superior al 30%. No habr&#225; inversi&#243;n en IIC. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice S&#38;amp;P 500 Net Total Return y MSCI WORLD GROWTH Net Total Return para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
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</iic-com:ContenidoFicheroAdjunto>
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kVhpizuTf7LieXM1sYfOR84XiO//qoeHVz7cvKncoPfDXxJLmsWyLZk569Njwu/PoN+W30xJa45G19Z8xPV9Uwr9JSKqse5IvWRsQqJ2bW1r4Qm3jk4uUH1Vz90t7dQztOB78gnd8GBblD7mCsUy0WN3beGr4np67uWnML2VnlebavJp1cFBhKXfKnIuN6++75FF69ppyhWyI1ZHEcBKLYGzeVL3dJr6mdcdtr1GcXXbvO4Jr0OJv18ekBhnOg6rVVM3gTu7DIVs8u7oTcIXfABNKra41YXHM27w+pZ+x9hUaenFnCYMWoFArK29qNPLlW3n6PhUbJOqQ1NBdHOUNZa9s03gCnlctaW828+E9Fxle1i228/cbmDfS01LS/HHDJuUXFbxxPwXqoF3JXN0A2weFwzM3NB5wLA2QDfSO1smoaTzSJF/B4WPSigFBTFt/Cy29NROw4X+GpygFOm/RdENk2nSf6Pv+8W1SChRf/WkuL4ttfL11e3G+XIEdwtWSWIHhTbNIUbuCYrW0bH7/mrq5PzmY+ERFztanlyPnCLonM9t/k5H0+5oe01q+ee3+5p6enr1q16u233x74eA0DZAM9Y3927gx+4GxhiPxUyYXGxmOXrmiepa27x9CTa+zJMZZ19vmKkS56+55i+GriyQHnaurqIrXN8w/hD/Q83jGCPUdY2NT0h5TTc4TB/3vqLB0GyU98OQdFfJSWgbVRf+VeUVHh4uJSWlq6cePGAfNjJCagP6cIvC4XXW1stuMIPkvX+tq7h/xEL8Ynf5WVuyos5gelETun8gI0PG2cdga0V+iUSMZstU/g+J+qrP7TqXQTluxWLKpG+b/Kj4VFh14vw2qpp3IXi8Xr1q1LS0ujaUdHxwHz62qAbMgdDJOI0huGLA75ZZyPsLGrS9vZ+VeLk25W0sRPBRf/lJZOEzVicVL5TUsvvoaz6Wer604x7sJ2rVgeEplZU7f7TJYJi+Nz+erWhBPCYtmoTxO5/spXJQH9kvvOnTt9fHzk07a2tneV+3AGyM7JyaGiHz58GE0INBNdVp5eU7s5IXm2IGhRYOgkXsDWRNlK//dzBW8cT2nu6hrmf5vfnss39OQ8Hha1ISregMWxG9xdTmOWJyPikisqP03Ppj1rcXPL+qh4mjDylB3QoHL0V+4G/cBpGXDfsei7C0l2ctyLZ+3Nn+0fbOUlmOkXZMTivp96ZvjxW7q69mfnvXk85QEfQWTpDVS4Zl6ITaJjpt1nMux9hWLZ0Ns3/3upcFFA6CxhMCpHf+U+mHQMkA0GT0lz6+mq6vLWdu8rxftz8sK0Pydb1tpm5c2v6RB3S6Q/5l+kl+yw0kcwkev/YdpZXZUzqqz82ZhESy9+G4aVuBuvJZ4UXC3537T0w+cvKRLdouKdgiJQOfoid82ddJUevWIaA2SDwTOJ628ge6KL7KEuxrKnu3BDS2Rd46qOjgv1DT0aT6fkNzRO4gRYevnNFqo+bPYfuQVRpeU6LGdmTZ0Zm2fpjWEl7s7vT6axCoveO3nas/C3S5Kej01aHhKFytGvnvv9BXJnEhKp9EZrW0Nn51OR8S3d3QX1jRZefJr4XWzS0qBwyrAyNNqQxZE/8NaExWMXqh176E+n0mmXMI0XuCE6/lTlPf8Dk44PaPdj4+2HRrwr/3c646eCi28dT+UWFSsSI0pv+N15oy+A3CF3JvCXjJwVoVF/ycwxZfM+y6B37mRegKMozOXO8SgKG5sncANeTkj+OieXOvJfZuc1DXSVS1Zd/WOh0e+dSCttaRuZ8teJO2fwRU3aX3IzBvkiI+fbc/lbE04EMvoBDJA75D7W6eq74nsSN8DWV2DnKzRn8w1Z3PVR8UZs2dmYy7efKajgf06lB5eU9kilrySepP7780qjOTd1dYuuXf8mJ2+cr8DQU/WZMEBP+ODU2el80aMhURH48xlyh9yZinHfbSwWXnwzNv9qU4uRJ/dg/sUTlVWnq2q8rxT/eumyhnmlvb3U9VsbEaM4MTLDL9CAxZkjDLHy5jejE62v/FBwYTxXaOnFTyivQG1A7pA7E7jR2rY389zpymq/q9c6eyRNXV3WPvzAktJHgiL+35kM6ozvzTjXLdHikvPMmjpjNvfHvrtDTdhcesXfuGnjLbDxwblvvaa0pZX26ycrqlAVkDvkzgRejk8mFxux6CXrrTsIgpaKwocZ8/2UM2ZsXmpl5ThfwVxhSFNnp5kXf6PSuRqgn9AKICi+hnqA3CH30Q31xmNvlJPWf714ZTxHOEcY8mxMoimbN3vY9610SSSLA8PeTEqdKbh1vWN2bd3lJpxt13fONzSO5QfsQO6Q+6jnRltb+HXZI1zI7K4RstEtFgWGfnxa9vA/z0tX5A8VGSZPhMcaeHL+PNDQEABA7pA70DHdEmmPVErd80ncgM0JyX9KS6++PfSoVNc/RAF7xuTYFwBA7mCkme0fbODJNfXiWXn7fZqOwewBgNwh91HOtqST9r5CMy/emaqaK41NhixOOR7lCgDkDrmPapq7uoxZ3Bl+gfKTMBKplHPlmgTnTACA3CF3veVkRVV1h5gmXow/bsbmrwyL/jIrV/7VloRkUzbPiMVZEhQ+G89uBWBUy33A50GGhoYuW7bM2tra1dU1Pz+//1wYIHuU0iWRWHn5WXjzDfse0/hoSNQ4H8F4jn+v7Dl/p4xZvBfjkj/PyKav/ufUWVQXAKO+564i902bNmVmZra2tn733XdLlizpnx8DZI862rq7p/ADjFhcS2++uRcvpuxGTq3sCczS3l5LL35cecUrCSffOJ4iz/xa0skTuPMQAObJXbmHbmdn1z8dIzGNOoRXS8b5Cg8VXPS6XLQr5bTyV2sjYmUjPrO48XhOCABjRO779++nHnf/dAyQPepYFxn3SsKJAb/qlko/PpMZfL20swd3GwIwBuR+7NixFStWNDc3a5Y7BsjWT9p7erYmnNifk3v0YqGZF9fIk5t4sxLVAsBYl/vBgwcdHR1ramoGzD/GT8tUtXc0dnbKp7/Kyns6JiG9tlYfCpZVW7cr5fTCgLAVIVGLAsPMvHgmLK61D39tRJzoWim2EwDGutwPHDiwaNGiigq1Z2DH8gDZ2TV1hizux6fT2YVX7Hz9jVhcMzZvKi/wvhcstqxiMi/AiMWZyAmw9vaz8faLulH+UtxxK29+Cx6MDsBYk/uAA2SrJLa0tPRigOze3pKWlul+gVbefjP4gUaeXEMWh5w+Sxhc2to2kSe7mjChvELdfT4xpeXUfV4YGPp+6m9/ZupqMIrqDvF4jpDKQ/30c7V12B4AgNz1gtEi92/P5U/m+j8aGn2tucX3cjH3ylVxT09lR0ePVGrC5j4eFk29+E1xxzt6ejzOZnXd+ShUe47Q3Is/hSu7GDHpZsVnGdmrwmJ0NRZzZk0tyb20tRVbAgCQO+SuyqXGpu47jfz/zmRae/tZePl9ciaLPj4sCld3a0/CjZumbO5Ejr9h34BzZPC0qmpKJ9Ffbmom0Vt6+zV3dVPKkxFxJiye7NJDTy69j+f6fzi824VOV9fsPp35ckIyNgMAIHfIfQCoW23G5k3ji2r67s4n1oTHuIREPR0VP4Hj/33+BXJxeVub5iCel65sij3uIAhaH5VAH7/JybP19dubdU7RSe+WSnedPP3PvILkm5VvJacu8A81YfNqxeIBo931EbhpldW0+zFkcZ+JwbhFAEDukHs/vAqvUIf6pfjkcb5CUzaPW1S8PireiMXJq29o7uoiQRt5cp+NThhktPhy6sjzsmtr+3roHANPzs6TaeoyT+MH/pB3sX86r6jYnM273tIy1z+YX3RN5dvga6VbE09QcPoJOj7ANgAA5A65D9Rt5wU819f5PVVVPYErO7tiwub+O+/CkAOO8xWQ02cLgl2CIwubmjT0wD9Nz9mbeS61skpxxHC7SIE2PoKZwiBrH/4fU8+ozEUHB6Zs/nspZ54e9C4HAAC5jwm559U35tTWsy4VbYiKt/Did3TfOuFeJxb7Xi6axhcNJ3iXRHK9tbWx8+7Xw3yRcY4OEQxZ3PdOnk6rqsmsro0qvWHUd+4+oPi6va/wiYjY8Ryh8iyV7e20+2nr7saqDwDkDrnfQb24k3rWfac1ONbefvJT5PcF6tSzC4u2JCbbeMs6+4YszixBsGtEXFbNrRujWru6zdn80OtlhU3N4r4zMKcqqx8NjcJ6DwDkDrnfIVPiH7kFLsGR5xsalgVH1qj5P3MkSSivmO8feq2lZfuJU6Zs3k8Fl5S/fSk+2Tkk0syL90O+7Oz8uydPPR4WjfUeAMh9rMv9YkPTbP/gWcLgv+XmG7N4Bn3/Q6o8HFFPOHbp8v+eSldJ/C7vvOymU1/h9uRU+rhYFPavvPNY7wGA3MeK3Bs6O/PqGpv63fn5x9Qz4znCSdwAJ1H4RG7AufqG6fzAk5Wj7JHlh89fmi0MPlZ4xYzNu3m3izIBAJD7aJW7z5XiYxcvu0XGrYuMu9bScrq6en1UPPXKTdm8r3PyHhSIJnP8yelzhMGWXvx/5RZk1dYZeXJXjdoTGi1d3XTAMZUX8E5f/x0AALkzRO670zIXBYb9O/9C8s3KzJq6uf6hhiyuuRffhMWV/xVJEo8pK7fy8pslDJ7hF2TuxZsrDJnIC3jARyDvzq8Jj+H2u2Z8FPFB6tlZwqCYsptY6QGA3Bki9+auLmM219pLYCRXeZ/Ni5tlDzW70NAo6e2lHjppXdrb+1FaOuXMr2vAmgEAGKNyH3CA7LuOan1fBsg+kJM3xz+kt++efnGPpFsi/ce5AuUMayPixvneuh58c3xyM55zCwAY4z13FbnfdVTrkRwgO7v21i6BxP1/pzM0LwgZH2sDAAByH1judx0+acRGYrra3GzoyV0ZEj2FJ3uqFx6iAgCA3Icu97uOaj1iA2T/76mz5HQzFn+WIGhNeAxaGgAAuetG7v1Hte4dqQGyHfyCqNu+OT45dbRdkA4AAPoodz05LfNMTMKXWedwGh0AALnrRu53HdV6ZAbIfjHueOj1MrQuAABy11ruAw6QPeCo1iM/QPamuONhkDsAAHIfcs/9/qJO7r+LSwq/fgOtCwCA3Bkl9xdikyJKIXcAAOTOLLk/H5sUCbkDACB3hsl9Y0xiVFk5WhcAALkzSu7PxSRGQ+4AAMidYXJ/NiYxBnIHAEDuDJP7M9EJsTfw4HIAAOTOLLk/HZ0QB7kDACB3hsl9Q1RCfDnkDgCA3Jkl9/VR8QnlFWhdAADkzii5u0XFJ0LuAADInWFyfyoyLulmJVoXAAC5M0ru6yLjjkPuAADInWFyfzIiLrkCcgcAQO46knt4ePiiRYvMzc3pnab7Z6irq1u/fj1l2LBhQ319vbaJg5S7a0TsiQqMwQQAgNx1JPeJEydGRUWJxeKIiIhJkyb1z+Dh4aEYgmPPnj3aJg5S7msjYk9C7gAAyF1XcndyciK5d3Z2ktydnZ37ZxiZYfaeCI9NweipAADIXVdyz8vLs7e3NzAwoPf8/Pz+GZSHvaZpbRMVaB4ge014TGplNVoXAAC560burq6uR44caWtrO3ToEE1rlruNjY22iYPsua8OjzkFuQMAIHddyd3CwkJuZPK7paVl/wwjc1pmVVhMWhXkDgCA3HUkd2dn56NHj5Lfqf/u4uLSP4O7u7vib1IPDw9tEwcp98fDok9X1aB1AQCQu27knp6evmzZMuqz03tmZuatWAa/RautrXVzczMzM6N3Ere2iYOU+8rQ6DPVkDsAAHLXkdxHGHVyfyw06mx1LVoXAAC5M0ruj4ZGpUPuAADInWFyXxESlVEDuQMAIHdmyX15SGRmTR1aFwAAuTNK7i7BkVm1kDsAAHJnltyXBUdmQ+4AAMidYXJ3Do7Iqa1H6wIAIHdGyf2RoIhzdZA7AAByZ5bcnYIiciF3AADkzjC5LxWF59U3oHUBAJA7o+S+RBSeD7kDACB3hsndURReALkDACB3hsn94cCw8w2NaF0AAOSuM7kfOnTIwcHB0NBQ+WGQCkZmgOzFgWEXIHcAAOSuK7mLRKJ58+ZlZGRIJJIBM4zMANmLAkMvNjShdQEAkLtu5L569Wryu4YMIzMS08KA0EuNkDsAAHLXkdzt7Ozc3d2tra2dnJwUg3Uoo6sBsjXLfUFAaCHkDgCA3HUld7Lwzz//3NraeujQoeXLl2uW+3AGyM7JyaGiHz58eMBizPcPudzUjNYFAEDuupH7woUL29raevsGyLayshqgTz0ip2Xm+YdcgdwBAJC7ruT+6aefUp+dzE7vK1eu7J9hZAbInusfUgS5AwAgd13JvaGh4bnnnrOwsFixYkVeXt6tWCM+QPYcYfDV5ha0LgAActeN3EcYdXKfLQwuhtwBAJA7w+Q+SxB8rQVyBwBA7syS+0xBUElLK1oXAAC5M0ruDoKg65A7AAByZ5jcH/ITlba2oXUBAJA7o+T+oJ+oDHIHAEDuDJP7DL7oRhvkDgCA3Jkl9+n8wPK2drQuAAByZ5Tcp/EDb0LuAADInWFyn8oLrGiH3AEAkDuz5D6FF1DZ3oHWBQBA7oyS+2ReQBXkDgCA3Bkm90ncgOoOyB0AALnrVO4cDsfc3HzAr0ZmgOyJXP+aDjFaFwAAuetM7unp6atWrXr77bcH/HZkBsiewPGvFUPuAADIXUdyr6iocHFxKS0t3bhx44AZRmYkpvEcYZ24E60LAIDcdSB3sVi8bt26tLQ0mnZ0dBwwz8gMkG3PEdZD7gAAyF0nct+5c6ePj4982tbW9q5yv3cDZNv5Chs6IXcAAOSuC7kb9KN/npE5LTPOV9DY2YXWBQBA7jqQu4roB0wfmQGybX0ETV2QOwAAcr+Xch/5AbIf8BE0Q+4AAMhd53IfGdTJ3cbHr6WrG60LAIDcGSV3a2+/1m7IHQAAuTNL7lbefm2QOwAAcmeY3C29+O09PWhdAADkzii5W3jxOyB3AADkzjC5m3vxxZA7AAByZ5jczdi8TokErQsAgNwZJXdTNq8LcgcAQO4Mk7sJm9stkaJ1AQCQO6Pkbszi9kghdwAA5M4suRuxuBLIHQAAuTNM7oaeHKgdAAC5M03uBp4cNC0AAHKH3AEAAHJXT2ho6LJly6ytrV1dXfPz8/tnqKurW79+vbm5+YYNG+rr67VNHIzcpX2nZdC0AADIXWdy37RpU2ZmZmtr63fffbdkyZL+GTw8PBRDcOzZs0fbxMHIXSKVGrG4aFoAAOSuM7kr99Dt7Oz6p4/AMHs9Uqkx5A4AgNzvhdz3799PPe7+6crDXtO0tokKNAyQ3S2RmrAhdwAA5K5ruR87dmzFihXNzc2a5W5jY6Nt4mB67l0SiSmbh6YFAEDuupT7wYMHHR0da2pqBvx2BE7LdEokZpA7AABy16HcDxw4sGjRooqKCnUZ3N3dFX+Tenh4aJs4GLmLe3rMvfhoWgAA5K4zuRvcSUtLizxRkaG2ttbNzc3MzIzeSdzaJg5G7h09PRaQOwAActeh3EeYAeXe3tNjCbkDACB3hsm9rbvbytsPTQsAgNwZJffW7m5ryB0AALkzTO4tXd02PpA7AAByZ5bcm7u6HvARoGkBAJA7o+Te1NVlC7kDACB3hsm9sbNrnC/kDgCA3Jkl94bOTjtfIZoWAAC5M0ru9eJOew7kDgCA3Jkl9zpx53jIHQAAuTNM7rVi8QSOP5oWAAC5M0ruNR3iiVzIHQAAuTNL7tUdHZO4AWhaAADkzii5V7V3TOZB7gAAyJ1Zcq9s75gCuYOxgVQq7ejoUnzs6enp7pa9Ojt76htbG5raauqamps7yivqaLq6rlGeraWlnTJIJBL5LBIZFElKH8Xirpq65paWjpKy6qJrFfkXS09lXEg4mZuaflH2yqD3C2ezL+cUXDuTfamopKKsvPZmVd2lKzdyL5TIA446mlvaIffRIfei2gbzX7wfeuz301fsfGjlrmnLdz702K5pK3ZOf/T3Mx7tS5R9fHf6it9PcXl36vKdU5e/O205ffXeFOcdlGf6ozunr3hv6vLfT122Y5rLzsmPvDPZecdEp+2Uecqydyc9smOqy87xS9+miQlO2yc98g6908eJj2wfv+Styct2TFj6zqRlOyjF3vHt8Uso8e1JzvRx+4Sl2+UfJyzZbuf45njH7eMeftPO8a2+bLLEcY5v2i99mxIp4MRH3pG9lr5DMWlGuyVv2S99i97tlrxN77YPvzHO8a0HFr9BcejbiUtlxaCfkJXB6e2JTu/Ifn3JW+OdZDNSIgWc7PwuFWMqLYLzu/aOb1Fm+jkKQqEoju3iN6wXvv7Aojes579uQ++Ltlkv2EYplvNfs1qwzWLuq5YLXjOft81i3muUIvs47zWzOa9azKfEVymFXub0cd6rZnNeMZ/7Cr2bzd1K7yazXzadvdV49ssms7aazHzZeJbsZTRzi/HMl41mbTGetdWIPspeW4wc6Kst9JXRzL4Uh76JmbIJQ3pRusNm2YTD5r6v+iZmbjZ8aHPfLLLZ+zL3fStPdNhya96HaPaXDeXTSi95ntvBb+d02GygNH3r40NbDB7afCtRNqH8kme79XNUDHnA2xHk+bcYKHLSx5m3gshiyl+y9Fs/cUei7Ndl2RQv+VcGv82+RflbLV4OWuXZYqhUKvnH24WhAtwug8MdhVFUkWK5DG4vKc1IbU2rBDWZ8cytsvVhFq0kW2+1vsPt9rr9QwZ3Lqbhb7+1RaXAhnfU0pYBFtZBYw04DPTVwHU1QM3f/nXlr7bcroG+OA4DztW3mIrCO/xW2wbK7w63ExVry+2foG2qsqaBgXL/9ddfvTVy+PBh72GDIAiCIAgy6oL4+/uPYrkP+cAEQRAEQRBkbAZhiNzPnTuHIAiCIAiCIEyTOwAAAMgdAAAgd30lKSlp6tSpzs7OBQUFa9eutbKycnV1LS4uRhB9CKK6nhnoYE1DEJ0HKSsrc3Nzs7GxoYYechMjiH4GGcVyd3Fx4fF4AQEBEyZM+PLLL5ubm/ft2/fCCy8giD4EMTc33759+8aNGx0dHW1tbQ1ugyD6EESRf8uWLbt3725qavr888+1bWIE0ecgo1vulpaW7e3tHR0dVBe0/JTS2NhoZ2eHIPoQxNfXd9WqVaWlpcPpYCLIPQqimMve3r66upomGhoatG1iBNHnIKNb7k5OTkVFRcp1UVJSMnfuXATRhyBEeno6HQSkpaUN5+wBgtyLIIq5qO8/5DM8CKLPQUa33IOCgnbs2KGc8v7773O5XATRhyByKioq1q1b5+PjM5xTwwii8yAGSgzHQQiit0F6cbUMuNeIxeKdO3cO838/BLlHQQCDYdqa0dLSgiAIgiAIgiCjWO65ublLliyxs7PbtWtXc3Pz0A5eEARBEARBmBdkdMt9zZo133//fV1d3ddff71ixYqampohVAGCIAiCIAjzgoxuuVtZWbW1tcmnjx075ujoWFFRoW0VIAiCIAiCMC/I6Ja7s7NzVlaW4uPBgwcXL16sbRUgCIIgCIIwL8jolntISMimTZuUUw4cOKBtFSAIgiAIgjAvSC8uhQQAAEYCuQMAAOSuT9TV1Xl4eCxYsMDGxsba2pom9uzZU19fjyAIgiAIMsaDjG65u7m5vffeexcuXGjvgybo44YNGxAEQRAEQcZ4kNEtdzMzM9rFqezxzM3NEQRBEARBxngQJvTcL168KN+/0QR9XL9+PYIgCIIgyBgPMrrlXltb6+7uvmDBAus+aMLDw0Nlj4cgCIIgCDIGg/TiahkAAGAkeCokgiAIgiAIA4PgqZAIgiAIgiB4KqQ+gUfBIQiCIAiCMFDueBQcgiAIgiAIA+WOR8EhCIIgCIIwUO54FByCIAiCIAgD5Q4AAICBcn/44Yf37duXl5eHIAiCIAiCIMyR+9mzZ93d3WfPnr1gwYIvvvgiOzsbQRAEQRAEQZhzWiYzM/Ozzz6bP3/+nDlz9uzZk56ejiAIgiAIMsaDMOqc+7lz5/bu3bt48WIEQRAEQZAxHgR/qIJBoT/3YQOADZDhck9KSpo6daqzs3NBQcHatWutrKxcXV2Li4uHFq2srMzNzc3GxoZCaRtk3LhxH3zwQUZGxnAWJzQ0dOLEibQ4+fn5tCCWlpYuLi50XKZVEJ2M4aJXt1DfsbIOaXbFXFSZy5cvp/Vk5cqV2v5bpZPWaWxs/OKLLxYtWkStY29vv2bNmpCQEJ1sC8Os2KEFwQaozxvg6JY7VT2PxwsICJgwYcKXX35JtbBv374XXnhhaCv0li1bdu/e3dTU9Pnnnw8hyLfffjt37lwnJ6effvppCA/nJGg9iOiDNvsjR460tbUdOnSIllGrIDoZw0V/bqE2Nzffvn37xo0bHR0dbW1tDW6jVRBDQ0OJREITS5cuPXz4sLxiqUgj3zq0IDQXzfvzzz/TNi8SiebNm0dFGqVyxwaozxvg6JY77Vqp+jo6OmixaZ2Q94xodze0dYtatLq6miYaGhqGFkQqlVJf5q233qLZt23bFhcXp1UQMzOzzs5OsVhM0Wi5KIVWL1pGbYMMfwwX/bmF2tfXd9WqVaWlpcNR2IMPPijv01FPSl6k1tZWCwuLkW8d+lFFAagwNEEFc3Bw0HZlG5CRD4INUJ83wNEtd9pLFxUVKa8fJSUltPce2rpFHcMhd2FU8tPaSd2xZcuWaRVk4cKFUX3QWn706FFavaj7oG0QnYzhole3UKenp1PvKS0tbchy//HHH6mDTN1kd3d3RY+MOtEj3zrUC5P33Omd1l5KoUMKOrAYfv96mGvs0IJgA9TnDXB0yz0oKGjHjh3KKe+//z6Xyx1yF0a3m8rQTvnRBpOXl+fq6kq9PGpjbS9+0skYLnp1CzVB3ZZ169b5+PgMuZ4DAgLoCIA6dFQntA1/9tln1Mcc+daheR977DGVk7n3xcs6CYINUJ83wF5cLQNGBXSwvHPnTp1swwCMEbC1AAAA5K5P6OSqI4YFuXcHrdoGQevocxOjYhm/AY5uuevkqiOGBdGfdQuto89NjIpl/AY4uuWuk6uOGBZEf66TQ+vocxOjYhm/ATKh5z7Mq44YFkR/LqVA6+hzE6NiGb8Bjm656+SqI4YF0Z91C62jz02MimX8BtiLq2UAAICRYCQmBEEQBEEQjMSkT2D4FQRBEARBECaflsHwKwiCIAiCIAyUuwIMv4IgCIIgCMJAuQMAABj1ctfJCDuaI6MkQy6JguGMsIPW0eeS6GQkJp2Mf8SwkuhqAxzFctfJCDs6qUeUREP+4Yywg9bR55LoZCQmnYx/xLCSQO66GWFHJ3f6oiQa1sVhjrCD1tHbkuhkJCadjH/EsJLg8QO6GWFHJzeDoSQa8utwhB20jl6VRCcjMelk/COGlQR3qMoY/gg7uqpHlERD7+P+yh2tc49KopORmHQy/hHDSgK5AwAAgNzHMC0tLXoSBKB10DqQ+1CXZ9SOOqSTi6hyc3OXLFlCx9q7du1qbm4e2uLoJAjDWkcnQdA6aJ0RUwHkrpsgOhnDRScXUa1Zs+b777+ndf3rr79esWJFTU3NEBZHJ0EY1jo6CYLWQeuMmAp6R/tNTEwadUgnF1HRTl5+ZRtx7NgxR0fHiooKbRdHJ0EwJhRaB60ztCA6UUEvM+5QHU7HQX/GtdHJRVR0KJeVlaX4ePDgwcWLF2u7ODoJgjGh0DponaEF0YkKIHc9GtdGJxdRhYSEbNq0STnlwIED2i6OToJgTCi0DlpnaEF0ooJeXC0DAACMBHIHAADIHQAAAOQOAAAAcgcAAAC5AwAAGBVyNwAAgFEL5K5J7tjfAgBGZU8ZcofcAQCQO+QOAACQO+QOAADQF+QOAGD2ZjtixYPc73ntKP65trGxcXNzu3Dhgkq6yl/bNLFy5Up1xYiMjHzkkUcsLCyWLFkiFArVlVM52q+//qr8VVRUlEr+efPmzZ8/f8AyT5gw4YUXXrh8+XL/Hzp//vzixYsTExNVflpdCQcMSERERDg6OpqZmdE7TSvSKyoqtm/fPnXqVFtb2/Xr18fHx2tOHzDUf/7zn9dee61/o7z66qtULRqaQF1pNawbihQNJVQmJyfn+eefpzx2dnZPPvlkTEzM0OqK6lkxtGZnZ6e9vX1XV5f845kzZ5YuXaruOgoNi6B5ZbhrrepqA9T8Q/disx1knQzHHncNqJJB5wWA3HUpd/lEU1PTgQMHli9ffte2f/bZZwUCQf8I586dmzx5cnBwMIXKz89XrPea5b5ixYqenh7FV0899ZRy/lOnTi3qIy0trf/stbW1f/3rX1etWqWSnpqaSruEs2fPqvzuXUuoEpDyT5o0KSwsjPKHh4fTdG5urvyrp59++pNPPqmsrKSv4uLiaL+oOX3AUB0dHdOmTbt27ZpyIenj9OnT5c+n1txkKqUdpAXUlVCZgoICqqgjR46Ul5c3NDQcP378mWeeGVpd/e1vf/voo4/keU6fPk2zk9PlH//0pz/94x//GLw1ND9YUVGeodXqEND8QyMj95G3iq7KALmPnNx7+0YvpC7tXeVOWqSuNPXCVHJSh+Xo0aNaiYYmSDQcDkfR9fvggw+U87///vt///vfSRB//OMfBwzY3NxsaWmpnB4aGjp37lzS04BdqruWUDkg2Z8Ep/jq8OHD27Ztk09bW1sPONijunR1ob766qs///nPyjk//vjj/fv3D7JvpVzaQda5uhKqlPbf//63Vr+ubgFLSkqmTJnS3d1N0xST+vXff/89TVMKpV+/fl1XclcuzxBqdWho+KHCwsKtW7eOHz9+3LhxW7ZskQ8zpFwAsVhMmekQiuqBJuijIsOxY8cefPBBQ0PDwTcrbY8ffvgh/Ryt/L/88ovyJqZu09M844DlH/A4kvbrNK9UKpWn0MScOXNo165uASH3kZY7bRik0SeeeGIwR21/+MMffvjhB5Wcs2bNKisr01buxcXFdOQuXzMee+yxixcvKq/9tG6V9UEH3cprv3yirq5u7969NJfyVrFgwQJ1IyjetYQqASl/aWmpIhtNz549Wz7t6upKHdIrV66ohFKXri4UbTPUR25sbJSn0wR9pE7oYOSuUtpB1rm6EipD/W6VDulw6mr16tWRkZE0QY6gnffLL78s35GvXbtWq+N9zXJXLs8QanVoaPghJyenpKSk9vZ2SqRjlF27dqkUmI4zNmzYIF+96YB13759igwvvfQSHTNp1axffvklRbtx44Y82uDlrm7Gu5Zf+aOLi0tCQoI8JT4+Xn4CQN0CQu5aeDmntt778tVBvijzgKcs5afdFQOjaDjhS+90UD9z5kw6YFcuhrm5ucrOWV0olWgvvvhiYGAgHdE/99xzygGFQuHTTz8tn6a1xN/fv39A5eNi+kidnZSUFHU1NpgSKgdUyU/TiiMbqgHy1IwZM6hf8+abbyo2RXXpGkJR/n/961/y6X/+85/UjbprEwxY2kFaQF0JlTE2NlacWBjkr2tYQOrRv/766zRBP0rSp3eapn79f/7zH81yH8w9jerKo6FWB/iDoaDYOyBpkC/KrDyvuh9SpqmpiXriKgWg7u358+fl03Q0rBg8iDLQ4Y6259xpduVog5e7uhnvWn7lj3SgpjjJScfH8mM4dQsIuWsh95CS0ndPpA3yRZkHDEK7aDpefvLJJwf5f8uBAwfc3d2H33OX7+qXLVtGO3/5v3aKb59//nnFiCocDkcx6K08A3X2qftJhxpBQUGK9F9//ZXcoViltOq59w+ooTeqoKqqavfu3Yp6U5euIdTly5cdHBy6+qAJRZ9acxP0L60yJiYmivNm8kNvU1PTQZZ8wJ67SpNpVVfUvbW1tc3OzpZ3qx999NGcnBzataiM/jOcnnv/8mhVqyGxZ9/dfWiQL8qsPK+6H8rIyHBzc7O3t5fveGh/qVIA2vkp9qA0oXxGVHGKY/Cbkkq0wctd3Yx3Lb/yR+rnURNX90ET8m6fugWE3O/DOffW1laV89ca8tPOYP78+dTFUD7n/t///ncIcicW9yFfpxUHB2Qo5X4ZfaRElYDXr1+fOnVqc3OzIt3Hx2fKlCnKYzMqn3O/awmVAyr6IIrzyANeHUGZra2tNadrDrV582bajdEOTH7KYpBNoFJaZebNm6f477e379/OBQsWDL7kW7du/fHHHzU3mVZ1tXHjRjLFnj17aNrDw4OmVcZX08k5d5Xa0KpWh8OAP0QdVVoVaQfW09NTX1/fvwI19NwHv8krd8AVl7oVFBQou1sxCLXy8NN3nVFd+VX+CVCkv/HGG9999x0dxNDhoOYFhNxHWu4k64MHD1IPevBmobWZGlL5ahmyakhICG1d1JaK/x4HI/f+39JhxLvvvqucvnPnTvmJfpW5XnnlFfkBviLdz89vwoQJqampKpEHWUJFQOpsUh82PDycDksjIiJomrqc8jykp7i4OOqhULf0s88+c3V11ZyuIVRv30VBVPPOzs4DXhSkud0VpVVm//79a9eupW2Vekz0TtPffvut5hKqVNTkyZPpMIj2pqSGhIQEdU02mLqSryo0Y3R0dO/tq12VL7jSldxVakOrWh0OA/4Q7WaCg4PFYvHVq1dpZ9m/Av/yl78oTklTo+zdu3c4cv/rX//67LPP3uiDwirS16xZ8/XXX1O/rbi4+MUXX+xfDHUzqis/taxiZ6Ach46/Fy5cSH0Ixcl3dQsIuY+c3OVQn53WA9qqB3POXQ51tOlAWzmFtmr5VeRLly5VPkU+BLk7OTklJycrp9NHCt5/rtjYWBcXF5V0kUhER5T9L+IeTAkVAXv7rr15+OGHTU1N6T0sLEyRhyKvX7/+gQceoHWdVn3FVR/q0jWEkrNq1arVq1drPul819Iq6OrqIr9T/52WlN6/+eYb+fUqmkuozJkzZ2iDpH497SYpv+KOgSHUVW/fhVjjxo2TX6VD79Q01Jm4F3JXqY0Ba/VebIz9fygyMpJkR7Xh4OBw6NCh/s1H+92PPvpoSh80ofwnx1231v53A5CFP/jgg/Hjx1N/+ejRo4p06sQ8/vjjVlZWdG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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">192010.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120321</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">192443.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0015001FS8</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079K1079</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">263548.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US30303M1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">219315.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US57636Q1040</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.20</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">274315.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">6.05</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.30</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">299823.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US92826C8394</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6153691059</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">289567.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US43300A2033</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">167325.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5719032022</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA11271J1075</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.64</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA1363751027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">154776.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA13646K1084</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S22025_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">172342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">174884.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA21037X1006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S22025_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">184753.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">186743.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA89072T1021</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">153770.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">164835.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0015000IY2</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">162279.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">177246.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US3032501047</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.31</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">186226.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US3696043013</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">185739.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US48251W1045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|KKR &#38; CO LP</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.61</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7181721090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PHILIP MORRIS INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">170085.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US78409V1044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SP GLOBAL</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">244596.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">241733.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.33</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8936411003</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">192387.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">200101.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US22160N1090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|COSTAR GROUP INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.56</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">170643.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.76</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3990314.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">88.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4423626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">97.49</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">88.56</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4423626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">97.49</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4423626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">97.49</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasExterior>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4182324.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4423626.00</iic-com:InversionesFinancierasValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S22025_V-10920056_ia">CONSTELLATION SOFTWARE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22025_V-10920056_ia">Compra Opcion|CONSTELLATION SOFTWARE|1|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22025_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRVImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.692.869,87 euros que supone el 37,57% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.300.567,91 euros que supone el 28,86% 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 1.595,91 euros, lo que supone un 0,04% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 7,94% durante el periodo y en los &#250;ltimos doce meses ha sido del 8,4%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del -0,75%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 9,52%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -0,7% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -1,85%.   La rentabilidad neta de la IIC durante el periodo ha sido del -0,75%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,61%. 
  
 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 -0,75%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 SPGI,KKR,ROPER,CONSTELLATION,TRANSDIGM,COSTAR GROUP,TOPICUS,?entre otras.
 Algunas de las compa&#241;&#237;as que se han vendido:
 META,CNI,BROOKFIEL,ALPHABET C,GENERAL ELEC.,FERROVIAL,AMAZON,?. 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 1,51%.
  
  
 d) Otra informaci&#243;n sobre inversiones.
  
                 En cuanto a productos estructurados, activos en litigio o activos que se incluyan en el art&#237;culo 48.1j del RIIC, la IIC mantiene en cartera acciones de: WARRANTS CONSTELLATION SOFTWARE con un peso patrimonial de 0%.
  
  
 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD.
  
 N&#47;A
  
 4. RIESGO ASUMIDO POR EL FONDO. 
  
 La Volatilidad de la IIC en el periodo ha sido del 11,20%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 13,65%. 
 La beta de GVC Gaesco Crossover US Growth RVI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,79.
 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 0 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Muy previsiblemente continuaremos con niveles de inversi&#243;n elevados en renta variable durante los pr&#243;ximos meses dada la todav&#237;a descorrelaci&#243;n entre cotizaciones y valoraciones, con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo. La tipolog&#237;a de empresas y la selecci&#243;n geogr&#225;fica deber&#237;a traducirse en la obtenci&#243;n de una rentabilidad superior a la del mercado en el largo plazo.
 Si bien es cierto, que en el 2026 se presentan grandes incertidumbres geopol&#237;ticas, que podr&#237;an afectar el crecimiento mundial. 
 La estructura de cartera del fondo , esta adaptada a estos posibles escenarios que planteamos.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">El objetivo del fondo es cubrir los riesgos geopol&#237;ticos mediante el uso de &#237;ndices referidos al Oro y la Plata, ya que ambos tinene una funci&#243;n antic&#237;clia cuando surgen riesgos geopol&#237;ticos. Para esto el fondo combina las siguientes estrategias: i) derivados sobre &#237;ndices financieros referidos al Oro y la Plata; ii) ETF que sean UCITS con exposici&#243;n a Oro y Plata; iii) empresas mineras que coticen en bolsa ( Equity miners) de Oro y Plata. La exposici&#243;n a RV ser&#225; como m&#237;nimo del 55% y hasta el 75% del patrimonio en valores de RV emitidos por empresas mayoritariamente de pa&#237;ses OCDE con concentraci&#243;n sectorial al secttorial al sector minero. Las empresas pueden ser de baja ( pueden influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til. La exposici&#243;na la RF ser&#225; como m&#237;nimo del 25% y hasta el 45% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con calidad creditica m&#237;nima BBB- y con una duraci&#243;n media de la cartera de RF inferior a 2 a&#241;os. La exposici&#243;n a pa&#237;ses emergentes ser&#225; hasta un 30% y a divisa ser&#225; superior al 30%. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice     MSCI ACWI WORLD NET TOTAL RETURN (Eur) y LBMA GOLD PRICE index para la parte de inversi&#243;n en renta variable y el Euribor a 12 meses para la inversi&#243;n en Renta Fija.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados o no con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">470000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">17.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">400000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">17.97</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">470000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">17.96</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">400000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">17.97</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0109067019</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">27091.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0137650018</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">42800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0177542018</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25795.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0183746314</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">22163.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105777017</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">94845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100489.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.52</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">100489.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.52</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">500489.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">22.49</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0974293251</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">30195.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0012214059</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">14030.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10594.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">49564.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">26899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">19271.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000BAY0017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BAYER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000FTG1111</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000ZAL1111</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000121014</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400AJ45</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US58733R1023</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US62914V1061</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA32076V1031</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA3499421020</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA82509L1076</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008232125</iic-com:CodigoISIN>
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</iic-com:ContenidoFicheroAdjunto>
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Qa0w8//MCaDpAyME65vxXSIrWc0Q6TNaTM888OJmUMNU1jP/L28REpk5CQwMoOkDIwTvGfHqFFaj8/eqrdMPOm3XBSxoDzVmAQrzEBpAyM2ZR/rCdEaj/vDPdQlzKLncaSMgacAesjpNeYzp8/z/oOkDIwQu36uBMiOjlc3nU1h8tLGD+JlKkPp5bcu3cv6ztAysDYnM28TIXoagLGqz5c3qUp7qSMAadFTLyUMv7+/uXl5az1pqOiouJ4enp04r6YfUln1WyTe+RhsuWVlZWLFi164oElS5aIDzXc0ODBg+U/t8rlhw8ftrS0tLCwOHLkiLQkJSXF2tpa3Wug0n1r3Lhxp06dXF1dz549K/+3ycnJtra2TZs2FX+Ky/KfpfKriRvq3r27yh9C27ZtR40adfHiRZX3Qd2S3NzcqVOnmpubm5mZDR069IsvvtB8c6QMdCzu4y9IEF1Nq27j/vBUXTMtn+hNyhhwFq5eLdVMVlYWa72JKCkp8d2+46noLdJj4NnNW0I+TlBuWXXP99HR0f369bv8gLgQGxur7obi4+MHDBig/HXULRek5ti3b1+vXr3Eh+Je2djYiA/VPiU/+CL37t3Lzs4WRd66deszZ85If5WRkdG+ffukpKSioqL9+/eLy99//72Gb+3rr7/u+cCJEyeUfwg3b95cvny5vb19tVJm2LBh77//fl5enrgPqampjo6Omm+OlIGOzV0eQ4LocLZNUn24vG5d7UkZA47bgz1/BfF7lrXeRKzf/WnT2I/kHwZmm7d99PkBLVNGPJ0fOPDfK4sLAwcOVHm133//vXPnziKRFb6OuuWSv/3tb2VlZXfv3m3WrJn4MDw83MnJSdNT8sNfJCAg4M0335Quu7q6bty4UfZXkZGREydO1PCtzZo1S3y66CEvLy+VX//WrVvNmzevVsq0bNmyuLhY5T1XeXOkDHRs0PgP6Q8dTjdbl9uqzmMw4sXXSBkDzmvBYVLKcGpJ09kkMzZmq/IjYdaWbcrPx+3atWvRokWvXr02bNhw//59abmZmVl+fr50+bfffmvdurXKGxLP0OvWrVN+ple3XGJjY3PgAXGjBQUFHTp0yMzM1D5lLl26JO6zdNnKyurq1auyvxKXu3btqi4+RDy1adPm2gNt27YVHypcU9wZb29vOzu7aqXM4MGD582bl52dreXNkTLQsVY936I/dDsp7io2zLz76pukjAHHJmKTlDJBQUGs9aYgJyfHamOM8iPBafPWwsJC5euLZ9nTp08PHDhw/vz50pJGjRrdu3dPuiwuPProo8qfdfLkyQEDBlRUVCg806tbLvPFF19YPHD48OE5c+bMnTtXWmJpaXn06NEqM+LOnTuNGzeWbeCRTwTZlh6VN7179+5hw4ZJl52cnD755BPZNWU6duwofnrVSpm8vLzZs2c/9dRTjz/+uJub2/Xr1zXfHCkDXcrO+ZXy0Pk49HdTTpmoN1xlKfP0GHfaQs/TYdOWVf9P3ZZwGJOCgoIhm7coPxKmxG7TsOv3lStXZFtftNkqY29vf+HCBeVnenXLlWVmZnbo0EHcWxsbm+QHevfurc1Wmfbt29dgq8zIkSN37twpXd6xY8eoUaPkr1lZWZmdnT1o0CCV7/UT8SS/V7K43KRJE4Xr3LhxY8GCBa+88ormmyNloEt7Pj9BedTFnJmheLi8M5OmylKmx7jptIX+Rzrmr6Dy3RkwPivjtzeK265w6OeQ3Zo2DFy7ds3c3FyWI1XuK/OIEs3LlTk5OUVERPyptPeM5pTx9/cfN26cdNnFxUVhXxlXV1eVn5WXlydyRP5eiQ/FQoVrip4TP4Rbt24p3Adra2vZDsV/PtjduEePHsp3VXxiy5YtNd8cKQNd8l73T7KjLsbN0V15w0zjVs9KKdNzwkzCQv8zyz9AShmDvJMC+vdrbt7suC2yPX9bxMQv2rJNeZvcmDFjTp8+XVJScv78eREW8+bNk5Zv2rRJ5TuY1HVJdZcLiYmJtra20lYi+b1n1H0Rcc1Lly6JjmnTpk16err0V+JC+/bt9+/fX1RUlJycLC7L3qqtcNMhISEeHh7yS6ZPnx4aGqp8TWdn5+joaIX74Ovr6+DgkJmZWVpaKv4Ul9esWSP9laOjY2pqamFhYX5+/pIlSwYPHqz55kgZ6NJoDz+yo47m55mKe8xYWNqRMgacMetCpJTR/wv2MBQRKFuSP1+xK8E34ZN/pqSqPGpLUlLSSy+91KJFi6effnrZsmXieVpaXllZ+cEHH7R+YPHixbLjyugqZcSdsba2lr2lTn7vGXWbfx599NGOHTu6urrKbx0R9u3bJ0qoSZMm4k/x7ajbaPTcc8+lpaXJf6L4sE+fPsp3MiUlRdSbwn24d++eqBlxn5s1ayb+XL16teylOnHnhw4d+thjj4mQmjBhwpUrV8RCDTdHykCXLOw8aY46mqVvKG6VGdD7VSllnhnvSVjof+zCIqWUiYqKYt1HzZ8dH+H5seH8Y/EjMHr5BUUER52ex+Dmw+cxcB80SkoZ6zenERb6n84bY2V7/nLMX4CUgTH45rufCI46nUiXh478GzzKmTdjG3CaxXwkSxnZm0UBkDJowBJTvqU26nSefMb5ltzh8v7tOpmUMezM9/OTUka2yyQAUgYNWPTOg9RGXc+nk/+38+/NaR6kjGHnrf8/fYHsTbYASBk0YLwTWw/T74VJd+ReY3qy0wukjAHHMWSDlDJbt27lNwBAyqDB81gQTmroYb70+N/h8p5/djApY8AZEvrflAkMDOQ3AEDKoMFzmrSSztDDjHaYLEuZCS+/TsrUh/djCypPxAOAlEFD0svpXTpDP/Oj5383zCx7bTwpY8DpuyFKljJZWVn8EgBIGTRs7fq4Exn6mXeGe0gps9fZjZQx4PQK3yRLmS+//JJfAkavoqLiSNrxqNgd0Vv++e2p7zRfefDgwfKHvzty5Mjw4cPNzMw6duzo6el58+ZN5U/5+eefR48eLR0RWFwQH0rLDx06JB39VnzutGnTlE88dPjwYUtLSwsLC3Er0pKUlBRra2uVxyP+U+PJnpSvqfApbdu2HTVqlPypx5KTk21tbZs2bSr+FJdJGTRU5eX3KQx9Hi7v+oPD5V3zmE7KGHCsNsbIUkbhkOowPsXFxb6BER2fnyyths84TA8Jj1XXCvHx8QMGDJAvAwcHh3379uXn59+4ccPLy0vlWZ3t7e2XLVtW+MCHH34oPpSWv/rqq5999tn169dv3brl4+Pj6Oio8IlSQ4ivL51xqby83MbGRnyo9ilZ67MiKFeOiLDly5fL7ltGRkb79u2TkpKKior2798vLiucBoGUQYORc+0GhaHPCRj/38PltXyiNylTH1KG92MbvaD10U27jZdfDc16usRu26V8zd9//71z585ZWVnqikEUiZmZmfLyFi1ayM4gLcpAfKiyqJSXK5wHOzw83MnJSdNTci1SRrr/zZs3ly67uroqnEl74sSJpAwapK9OnScv9Dmtuo37w/OvmunVczApY6hpF71FljKJiYn8HjBiJSUlY6cuUl4TZ833Vb6yl5fXunXrNBSDeLQ4ODgoL3d2dl6xYsUff/xRWFjo7e0tPlS4wu3btwMCApS36MifB7ugoKBDhw6ZmZl1lDLi64v7ZmdnJ31oZWV19epV2fXF5a5du5IyaJCOnjhHXuh5tk3663B5bw58g5Qx1LSO3iZLmT179vB7wJg3POfkWNlNUV4NnZznK7x57eTJkwMGDKioqFBXDOnp6RYWFmfPnlX+q19++aVLly7SLinigsIJMaTlIlOys7MVPlH+PNhz5syZO3eutMTS0vLo0aMqk6XG+8oIHTt2FD8Q2Qahu3fvyq4v2zJEyoCUYaqebrYut2fM+IfjWOs3PagKg0yLmHhZysTHx/N7wIgVFBQMGafiTZpTZi9XOJmovb39hQsX1JWBCAtRGMeOHVN5K05OTh9++KFsXxnlF4mKiopWrlypcouOJDMzU7SOuLc2NjbJD/Tu3Vv7rTKNGzeW3/tHXG7SpIn8p1RWVoqQGjRo0N69e9kqA1KG0cGkuL8dM2ZizwkzqQpDDSljOlb5hzfqMu6hHfC7jV8fuUXLDR5CQkJCp06dvv32W3U30bx58yr3lRHLW7Zsqe4riPqJiIj4U2nvGS1TxtraWn6n3YyMjB49eih/ypUrV8zNzaW76uLiorCvjKurKykDUobRdhz6u52ZNLXr6KkkhcFTRvwG5/eAccvLy5u7cE2zpyfI9vn9cFVISUmJpmc+uaf/kJCQzp07nz9/XsN17O3tvb29pa0yS5cuHThwoLR83Lhx6enppaWlV69enTt3rsp3P/35YBccW1tbaSuR/N4z2qeMr6+vg4NDZmamuC3xp7i8Zs0alZ/i7OwcHR0tvV7Wvn37/fv3i8ZKTk4Wl1W+dkbKoAFISPqKsDDInJkxq+c4XmAy/Mmxw8LC+D1g9MQT/PZdn/mujfIPif50b7LCS0uai0F5a01xcbHCdS5evDhixIjHH3j99dcvXbokLU9KSnrppZeaN29uaWnp5eVVUFCgfFtlZWXW1tapqanSh/J7z6i8Yyo3Hd27d0/UjPg6zZo1E3+uXr1a9j0qpExKSkq/fv2ky/v27RPl1KRJE/GnuKtG/AAgZYxc/KdHqAqDjJuj+wiPv5MUBk+ZoKAgfg+gJs+Oj/D8SMqAlDH5ec3zPZLCUDN7TYDsNSZ+DwCkDEgZpibTZeZSksJQ4xGwlpQBSBmQMkytpvMsb5KiPqQMJ8cGSBmQMgwpQ8oAIGVAypAyjL7m72v8ZSmTm5vLrwKAlEFDxZuxDTgWc1eRFIaaBav9ZCkjO5Q7AFIGDQ+HyDPgmC8OICkMfog8UgYgZdCwnf4+m6QgZUxtmsV8RMoApAyMRM61GyQFKWPKZ8YWbty4wa8C41ZRUfHdsWNHd+48umvXOfWnUtJs8ODB6g6Ld+TIkeHDh5uZmXXs2NHT0/PmzZvS8kOHDg0dOvSxxx4Ty6dNm5aXl6fwiYcPH7a0tLSwsBBfQVqSkpJibW0tf27Ih56S1ZwWW9K2bdtRo0ZdvHhR/lPEV+vevbvCF+nfv7/CEtnlzz//vE+fPs2aNevVq9fu3btly5OTk21tbZs2bSr+FJdV3r3c3NypU6eam5uLH4X4xr/44gvlr6+wROUZvJVPg6XNrZMypqv4dilJQcqY2lhtjJFPmaKiIn4VGDHx73sgPDzXy+vu9OlicubM+XdMjLpWUCc+Pn7AgAHqUsbBwWHfvn35+fkii728vGTnWnr11Vc/++yz69ev37p1y8fHx9HRUeETpSdm8bnSGZfKy8ttbGzEh2qfklXdAdlCkVDLly+3t7eX/dXXX3/d84ETJ07IX1+EV0JCgvJXyMjI6NChw7/+9S/xQzt37pzsBJNiefv27ZOSksTy/fv3i8vyZ6+UGTZs2Pvvvy+KTVwtNTVV9v1qkzIKxI9r2bJl1bp1Usa0t7xRFQaaxwMiqAqDTI/IaPmU4ZeAcUuJi7s9Y4bUMdIUenoeldveUKXff/+9c+fOWVlZ2pysQFSLmZmZiv83FhcrnzFb4TzY4eHhTk5Omn5da0wZ6dabN28u+3DWrFkBAQH+/v4isOSvLzKle/fusp6TfQUXF5dNmzYp34RoGoXTaE+cOFH5ai1btpROUFXl3dacMrt27RJfv7Kyslq3TsqYNPN+HlSFQcZs7UaqwiDTd0OUrGMCAwP5JWDcm2ROLVsm3zHSHPX3r6io0PKLiA5Yt27dn9qddykxMdHBwUFh4e3bt0VSKJ8ZW/482AUFBR06dMjMzKxxyoiv4O3tbWdnJ30oCqlNmzbXHmjbtq34UP76b7/9dmhoqMJXsLKyEldWvgmx/OrVq7IPxeWuXbuqfA1u3rx52dnZtUmZ48ePDxkypLS0tLq3TsqYNCv7WVQFKWNSM2h9uCxlODO2ccvJybn4zjvKKXPmww+1PDTiyZMnBwwYIHVPlSmTnp5uYWFx9uxZhadtQWSK8nO8/Hmw58yZM3fuXGmJpaXl0aNHVVaLhn1lhI4dO8p2Y9+9e/ewYcOky05OTp988ol8PeTl5XXp0kX6Ici+1N/+9jdZ8ShsPZJfLtuMpEB8zdmzZz/11FOPP/64m5vb9evXq5syly5deumllxR2X9Py1kkZkzbE1ZuqIGVMapxCwmQpEx8fzy8BtspoYG9vf+HCBQ0bRWREfIgKOXbsmMq7sXLlSuWtNTKZmZmidQoKCmxsbJIf6N27d7W2ylRWVopUGjRo0N69e6XlI0eO3Llzp3R5x44dsm1Csi/i5+e3cOFCHW6VkREtsmDBgldeeUX6sHHjxvI7J4nLTZo0Uf6Ofv/9dzs7ux9//LGWt07KmCKnSSupCoNM87DNVIVBZmxQiCxldu3axS8B47Z/48Y7D3fMH56eKR99pO2zoPq31chLSEjo1KnTt+rfHiVqpmXLlmp/Dzs5RURE/Km090y1XmASrly5Ym5ufuvWrby8PBEQ8ndbfCi9hUp2/Tt37nTv3v0///mP/L4ymzdvVr4JsVxhbxXZHsHqiPsg+36tra3ld9TNyMjo0aOHwp2/d+/esGHDZG96quWtkzImZ/aHm6gKwwxVYaBxCwySpUxiYiK/BIxbQX7+gdDQQk9PqWNueHklR0aWlJTU4EvJR4P85ZCQkM6dO58/f17h+uPGjUtPTy8tLb169ercuXOV95WRiAehra1teXn5nw/vPVODlBGcnZ2jo6PFXfLw8JBfPn36dGnnGPnr79ixw83NTf4dTE8++aS4PyJEzp07J9u7VnwX7du3379/vwiy5ORkcVnhRTSJo6NjampqYWFhfn7+kiVLBg8eLC339fV1cHDIzMwUPwrxp7i8Zs0ahTsv7m1MTIy6l+20uXVSxqQFb06kKkgZk5oZAYGylDl06BC/BIxeWVnZV/v2HYmLO7JlyzcpKdrv8KtlyihvuZHeyJOUlPTSSy81b97c0tLSy8uroKBA5X2ztrYWBSB9KL/3TM1SJiUlpV+/fs8991xaWpr8cvFhnz59FK5fWVlpZ2encAQX6bgyvXv3lu1eI+zbt09kVpMmTcSf4vtS+fMRd146jo6ojQkTJly5ckW2xUXUjPg2xZcVf65evVrqtj+1Pq6MNrdOypi05MNnqApSxqRmvt//TsB0/PhxfgmgllmD+v6PxY/A6F249AtVQcqY1Czx9ZWlTEZGBr8EAFIGDV4zaxfCQs/zWE8XksIg0zT2oRMwKRzlHQApgwapl9O7tIW+34ltM5GqqA9nLZC9nA+AlEED5uwVRFuQMiYyA9ZHyKeMlsdJA0DKoF5bErCdtiBlTGTeknsntiB/fHQApAwaqoSkr2gLPc8Tvd+iKgwyC1b/7+1L/v7+rP4AKQNjcPr7bNpCz2P+sjtVof8x27xNfpMMZy0ASBkYieLbpbQFKWMK0zMiWj5lZMclA0DKoMHrOWQOeUHKmNSJJIWsrCzWfVNQXl6+f/+B0LCo8MjNhw4frdbRfo8cOTJ8+HAzM7OOHTt6enrevHlTxTOlmmPUVlZWLlq06IkHlixZIj5U+MTDhw9bWlpaWFiIW5GWpKSkWFtby598UeGG1C2R3XqrVq0cHR1lZ1GQLW/btu2oUaMUjj4gbqt79+5qC0DN4Xdzc3OnTp1qbm4ufixDhw6VTpyk7nC96r6Iujum+Xvs37+/hh+Ium+HlDEVnImJlDGFcQ9YK58yRUVFrPtGT/wrL17qY9a+7yPNeoh5snN/vzXr1LWCMgcHh3379uXn59+4ccPLy0vleZTUHfk3Ojq6X79+lx8QF2JjYxWuYGtrm5ycLL6+dMYlkVw2NjbiQw1toeFpXvb9+vn5vfDCCwrLRYQtX77c3t5e9rlff/11zwdOnDih5c1Jhg0b9v777+fl5YnbSk1NFeWk4bPUfRF1d0zz9yiyMiEhQeUX1/DtkDKmgj1/9TyWjjMJC/3PUp//HedXOrUejN6agODGrZ6VOkaaFk/03hgVW4MvdevWLTMzM+2f8sXT84EDB6TL4sLAgQMVrqBwHuzw8HAnJydNL5RokTJCcXGx7MTa8svF/W/evLnsw1mzZgUEBPj7+4tEq1bKtGzZUjrJlDafVWXKKNwxzd/juXPnunfvLitR+Str+HZIGVNx7deb5IU+p/NrXoSFnqfDpi3ym2Tk/28HI94kM2L0FPmOkWb6zPk1OKlkYmKig4ODymfldu3atWjRolevXhs2bLh//760XHRPfn6+dPm3335r3bq1wifKnwe7oKCgQ4cOmZmZtUwZkQXiGX3QoEEKy8XX9/b2trOzkz4U/dSmTZtrD7Rt21Z8qH3KDB48eN68ednZ2TpJGYU7VuX3+Pbbb8v+HyL7K83fDiljQqzsZ1EYpIwRT78NG+VThhNJmoKcnByrHoOUU8ZpxKTqHh0xPT3dwsLi7Nmz6q4gnj5Pnz49cODA+fPnS0saNWp079496bK48Oijjyp8ivx5sOfMmTN37lxpiaWl5dGjR6ubMvK7y3z33XfKyzt27Ch+INLy3bt3Dxs2TLrs5OQkfxJs+S+ucjeXvLy82bNnP/XUU48//ribm9v169c1p4zmfWUU7liVKSNuvUuXLtI/n+yvNH87pIwJ8VgQTmGQMkY8o9eFyqfM5cuXWevZKqMlERaiMI4dO1blNa9cuSLb+lLlVhmZzMzMDh06FBQU2NjYJD/Qu3fvmm2VuXPnTkhIyCuvvCK/vLKyMjs7e9CgQXv37pWWjxw5cufOndLlHTt2VGsfIJkbN24sWLBAdls12CqjfMe0+R79/PwWLlwov0Tzt0PKmJD4T49QGHqbLiPfoS30PLPXBMinjPY7fqJBWxMQ0qjFM/Id0+zxXlGbqrGvTEJCQqdOnb799lttrnzt2jVzc3PpcpX7ysg4OTlFRET8qbT3TA1SRrh9+7bKXU9EZon7duvWrby8vMaNG8tvFxEfioXVTRnp9ayWLVvW5gUm+Tumfa517979P//5j2w7jeZvh5QxpS2x125QGHobK5f3aAt9TuPY7StW+cg6JioqilXeRNy8eXPhohUtnugtdUzbTi+uXBWg/QkrQkJCOnfuLHtvs8pn4jFjxpw+fbqkpERcTUTJvHnzpOWbNm3S/A4mSWJioq2tbXl5+Z8P7z1T460yYWFhzz//vMpPcXZ2jo6OFt+Uh4eH/PLp06cr7wivrkIcHR1TU1MLCwvz8/OXLFkyePDgWqaM7I5pn2s7duxwc3OTllT57ZAypoXdZUgZY53OG2PlN8kkJSWxvpuOsrKy3Z/uDQzaEBQcvn//gWq9tKS8q4f05h35p1XxcHrppZdatGjx9NNPL1u2TNZJlZWVH3zwQesHFi9erHxcGem+WVtby47WKL/3TJV35k9V+8o0b9584MCBGRkZKoshJSVFRNVzzz2XlpYmv1x82KdPnyq/d9mdHDp06GOPPda+ffsJEyYonF5e+31llO9Yld+j7Prih2lnZyctqfLbIWVMC7vLkDImckLsM2fOsL6jNrR58QX15R+LH4FJifv4CyKDlDHKmekfKJ8yubm5rO8AKQMjlF9Q1LjrBDpDH7v9zviQvNDbtIneKt8xfn5+NTimCABSBg2D06SVdIY+3ow9y5vC0NsMCd0gnzJbt25lTQdIGRgtXmMiZYxv3vVbwwmxAVIGpoLXmEgZIxuLqIfeuyRcu3aNNR0gZWDMeI1JHykzezmRoZ8ZEbxevmPCw8NZxwFSBkaOw/7qYcwXBxAZephGcdsX+a6WTxmF408AIGVghIpvlzazdqE2SBkjmG6RMQqvLhUUFLCOA6QMjN/YmQHUBiljBDM+KFi+Y+Li4li7AVIGJmHn3mPUBiljBOddWurjK58yJ0+eZO0GSBmYBF5jqutp4xtGatT1PBceJd8xvr6+JSUlrN0AKQNTwfmY6nTM1m4kNep63AKD5FNm+/btrNcAKQMTcjbzMsFByjTcaRETv2KVj3zK/PDDD6zXACkD0zLE1ZvmIGUa6NiFRSqcd6msrIyVGiBlYFoSU76lOepoWq3bRG3U6cwIeOhU2Hv37mWNBkgZmJzy8vvWDu+QHXUy1IYeT4UtXLx4kTUaIGVgisK27Cc7SJkGN85rHzqcTFBQUEVFBaszQMrAFBUW3W7V8y3Kg5RpQGO+KU5hk8yBAwdYlwFSBqZr/qotlAcp04DmrYffgy1cuXKFFRkgZWC6snN+pTx0O827OxMcetskw6mwAVIG4JRMun4nts1EmkM/h8UTMjMzWYUBUgamjsPlkTINYqw2Kp4HOzo6mvUXIGWAv3AeA1Km/o9HwFqFlMnKymLlBUgZ4C/ZOb9ygklShk0yAEgZNGC8lUlXY/6yO+Whh00yHBYPACmDhxQW3W5tO5kQIWXq4fSIjFbomPj4eNZZAKQMFPmFf0qIkDL1cGavCVBImZycHFZYAKQMFJXevWfez4MWIWXq1fSMYJMMAFIGWov/9AgtUsuxeGUG/cEmGQCkDAyjvPx+L6d3yZHaTOfXvOgPXU2v8E0KHbNr1y7WUwCkDDQ5euIcOULK1IdpHLv9Xb81CimTm5vLSgqAlEEVZi7aSJGQMgaf14LDFDomISGB1RMAKYOqFRbdtrDzJEpImXp1TDw2yQAgZVANyYfPECU1GyuX9wiRWk6zmI8WrPZT6Jg9e/awYgIgZVANnJiJlDHUOK8NVugYPz+/goIC1koApAyqIb+gqF0fd9KElNHz2ERsUn5p6cSJE6ySAEgZVNuez0+QJqSMPsds87Ylvr4cEw8AKQOdcfYKok6qlzLuiyiSGo+70mkjAwMDi4qKWBMBkDKoIV5mqvY7mGZ5UyQ1m5fXRyi/tJSZmclqCICUQa3wbiZSRg/TLnqLt4+PQsd88sknrIAASBnowKrQBBqFlKm7aRS3XflcS6GhoaWlpax9AEgZ6EB5+f0RU33IFFKmjsYpJEz5paXLly+z6gEgZaAz+QVFXV5+m1Kpcjp+EECaVGs6b4xdsUrxpaWDBw+y0gEgZaBjp7/P/tvTzsSK5jFfTMpUY5rGfjTfT/HAvpGRkeXl5axxAEgZ6F78p0eIFVJGhzM2KEShY3x9fTnXEgBSBnXI84NIeoWU0cmMCF6vvIvM8ePHWcsAkDKoQ6V37/V7fQHJom7aLw+mUWp8FJmtW7dWVFSwlgEgZVC3rv16s0NfjpuneszWbiRTqpy+G6KUO8bf37+wsJD1CwApA324cOmXds9NIVxImZqdMFL5LUtCRkYGaxYAUgb68813PzWz5g1NpEy133q91MdXuWNOnjzJOgWAlIG+pX1zrlGXceQLKaPldNi0RWXHcBQZAKQMDGbHnsPUjPw0ioknWdSdZWnh6tXKHZOYmMh6BICUgSFFbN1HwfxvqBZV02pz/Fw/f+WO+eSTT3jLEgBSBoa3KmQHEUPKaDik79/X+Kt863VZWRmrDwBSBvXCrEXhdAwpo7JjZgQEKndMVFQUHQOAlEH98vbC9SbeMU27jadd5KdR3HbXteuUOyYyMrK4uJhVBgApg3rnA99ok377ks1E8kW+Y5RPsSQEBwfn5+ezsgAgZVBPBYR9ZLLvaSJl5F9XeiswSOUhfW/cuMFqAoCUQb3mHxr310stpIypjtnmbbPXBKjsmCtXrrCCACBl0ACEbdrRorszKWOCYxEVq/L4Mb6+vufPn2fVAEDKoMHYvfdAqx6mVTMdXpxi4h3zXHiUt4+Pyo7hFEsASBk0PEe/PNmu10TTSRnzl91NuWMcQzasUsXf3z8rK4vVAQApgwbp9Hff9xg4jZQx+p18Vb7pWggNDc3NzWVFAEDKoAH7+efLwybMM4W3NZlmyrTaHD/LP0Blx8TFxXH8GACkDIxBfn7+2/OWGf2OwJ0Gephax3SKilO5k6+wd+/e8vJyHvwASBkYiaKiIp816zo972bEKdP5NS+T6phe4ZuW+viq7Jgvv/ySxzwAUgbGpqSkZFv89n5OnqSMEcyQULU7+fKmawCkDIxWRUVFWlra+KnzjfIYeiaSMs1i1O7kGxwcfP36dR7nAEgZGLlLly7N/2Cl8b1P2xRSplf4pkW+qneOiYmJYSdfAKQMTEVhYWF09OYhY2Yb0zubrMa9a8QR0zp625SAtavU2LNnT1lZGQ9sAKQMTEh5eXlSUtLseYstXjCSfYGtXN4z1nNcD1gfoW4PXyEtLY3HMwBSBiYqIyPDz2/NaxP+3thqHClTD8d8U5y6w8YIgYGB7OQLgJSBqcvNzY2MjHx3wYdWdlNImfozjWO3vxYctmKVj4YXlUpKSngAAyBlgP++s8nX13ek69yG++YmK7f3jaZjukXGzPfzUxcxYWFhly5d4nELgJQBFDfPxMXFLfhgWV/HGQ1xd+DOs7yNIGJaxMSPDQpRFzEiN1NTU9nDFwApA6jdPHPixAk/P7/Z8xb3GOBOyuh5+m6IUvdeayE6OprDxgAgZYCqFRQUxMfHi+dOD6+FDej9TQ06Zaw2xrirf6+1iEuRmCI0eXACIGUAbZ06dcrf3188j741/b02thNJmTqanhHRMwICV6m3ffv2wsJCHpAASBmg2oqKihITE319fVesWDlm0rxWPer1ubWfem91wzpaTN8NUX9f468hYoKCgjIyMngcAiBlgFrJzc3dtWuXeGb1Xr5ypOvceruFxnxxQIOImKaxH728PmLh6tWrNBIRyXutAZAygM7k5OTExcVJz7Jungus7aeSMtWdVpvjh4RuWOLrqzli4uPjL1++zEMOACkD6F5WVlZ4eLj0jPv3fyx5cZhn/TlMcH1OmTbRW0euC/X28dEcMQkJCVeuXOFhBoCUAepQRUVFenp6cHCw9Oy7ZOlyp/HvmPV0MXjKPPlhUP0884Dz2mANB+2VjhaTmJh448YNHl0ASBlAT8rLy0+dOiXbQrNixUpn93/0HDTNgBtpzNZurFdHuuu3YaOG91dL/P39Dx48WFxczCMKACkDGMbFixd37twpe25eumzFmEnzuvWfqv/jBdeHlGkdve3l9REzAgI1b4YRgoOD09LSSktLeQgBIGUAw7tx40ZycrKf3GmDFi3x1nPTGDBlzDfFDQndMHtNwCothIeHnzp1qry8nIcNAFIGqF9KS0uPHz8eGhoq/8ytt6bRc8o0itveeWPsiOD17/qtWaWd6OjozMxMDtoLgJQB6jXxVC2esBMSEvwePrfz0mUrpsxcMGjULCu7KXWxS03TjVv0UDCNY7f3iIwesy5Ew8mSlI90l5SUxPurAZAyQANTVlaWnp6+fft2X6UjqXgvX+nhtXDImNm6zJq6fCt1z4jowaHhbwUGLfXx1bJgwsLCDh48eOXKFTbDACBlgIatpKREXdPIssZp/Dt9HWd0et6t2dMTDJsyLWLirSM3v7w+Ysy6kFn+Adq3i+xVpLS0tNzcXP7dAZAygGk1jczCxd7us94f6TrXbvhMa/up2p77qaanEbCIin0xbOOI4PUeAWu1f9lI4cAwW7duPXnyZEFBAf/KAEgZwPiVlZVdunTp0KFD8fHxCrvUqLR02Yp3F3zo4bXQzXPB2MnvjnCZM2TM7BeHefZ1nGFlN8XiBbfWz7q2jt4mxmpjjJhum+J6hW/quyFKzID1EUNCN4h5LThsbFCIGOe1waJaxMzX4qY1EPd8165dIs44WRIAUgYwXeXl5Tk5OWlpaVpmjWGFh4cnJCQcOXIkKytLBBn/fABIGQCKWXP8+PHExMSYmJjAwEDDhktQUNDOnTsPHjyYnp5+/fp12gUASBmgeoqLiy9fvnzq1KkDBw6IqpCd+6ku+Pv7x8XFJScnnzx5UhQVLxsBACkD6F5ZWVlBQYFIjYsXL2ZkZIjsSEtLE/2RmJgYHx8vWiTs/8X/vz179iQ+kJqamvbAiRMnMh7IzMzMeaCwsJCfLQCQMgAAgJQBAAAgZQAAAEgZAAAAUgYAAJAyAAAApAwAAAApAwAASBkAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAAAApAwAACBlAAAASBkAAABSBgAAkDIAAACkDAAAACkDAABAygAAAFIGAACAlAEAACBlAAAASBkAAEDKAAAAkDIAAACkDAAAIGUAAABIGQAAAFIGAABApf8DFIzOKUc39UEAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S22025_V-10920056_ia">Compra Opcion|GAMESTOP CORPORATION CLASS A|0|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">19</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S22025_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
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<iic-com:OperativaDerivadosDerechosRVImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">19</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">19</iic-com:OperativaDerivadosDerechosImporteTotal>
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</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 673.949,45 euros que supone el 25,75% 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 2.004,00 euros, lo que supone un 0,08% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 0,4648 millones de euros en concep to de compra, el 18,39% del patrimonio medio, y por importe medio de 0,4609 millones de euros en concepto de venta, que supone un 18,23% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 6,19% durante el periodo y en los &#250;ltimos doce meses ha sido del 8,2%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 12,67%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 5,69%.
  
  
 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 17,6% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 3 participes, lo que supone una variaci&#243;n del 7,32%.   La rentabilidad neta de la IIC durante el periodo ha sido del 12,67%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,11%. 
  
 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 12,67%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo, seguimos focalizando la inversi&#243;n en renta variable al ser el activo que ofrece actualmente mayor valor a los part&#237;cipes del FONDO, operando especialmente en compa&#241;&#237;as estadounidenses y de la zona EURO.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 INNODATA,EOS ENERGY ENTERPRISE,CREDO TECHNOLOGY,PERASO,ALPHABET,INTEL,LVMH,?
 Entre otras ?.
 Algunas de las compa&#241;&#237;as que se han vendido:
 OKLO,NUSCALE,PALANTIR,CARNIVAL,NORWEGIANCRUISE,BLOOMENERGY,CLOUDFARE,SERCIVE NOW,SOUDHOUND?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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre tipo cambio EUR&#47;USD, Futuros sobre mini Nasdaq, Futuros sobre Dax que han proporcionado un resultado global de -43207,28 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 57,79%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 0,46 millones de euros, que supone un 18,41% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,53%.
  
  
 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 8,18%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 12,88%. 
 La beta de GVC Gaesco Crossover Geopolitical Hedging RVMI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 1,11.
 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 0,11 d&#237;as en liquidar el 90% de la cartera invertida. 
  
 5. EJERCICIO DERECHOS POLITICOS.
  
 El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 6. INFORMACION Y ADVERTENCIAS CNMV.
 N&#47;A
  
  
 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A
 LAS MISMAS.
 N&#47;A
  
 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS.
  
 Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis.
  
 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS).
 N&#47;A
  
 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.
 Muy previsiblemente continuaremos con niveles de inversi&#243;n elevados en renta variable durante los pr&#243;ximos meses dada la todav&#237;a descorrelaci&#243;n entre cotizaciones y valoraciones, con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo. La tipolog&#237;a de empresas y la selecci&#243;n geogr&#225;fica deber&#237;a traducirse en la obtenci&#243;n de una rentabilidad superior a la del mercado en el largo plazo.
 Si bien es cierto, que en el 2026 se presentan grandes incertidumbres geopol&#237;ticas, que podr&#237;an afectar el crecimiento mundial. 
 La estructura de cartera del fondo , esta adaptada a estos posibles escenarios que planteamos.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S22025_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSSOVER EXTREME W</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2023-03-17</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">14</iic-com:NumeroRegistroCompartimento>
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<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_06 contextRef="FIM_S22025_V-10920056_ia">06</iic-fim:XCode_TipoFIM_06>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_S22025_V-10920056_ia">09</iic-com:XCode_VocacionInversora_09>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9237.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">11913.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000FTG1111</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FINTECH GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">47762.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">31174.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IL0011595993</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|INMODE LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6251.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">6130.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IT0005162406</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TECHNOGYM SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">48420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">36510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG596691041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|MEITUAN DIANPING CLASS B</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S22025_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">22615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US01609W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ALIBABA GROUP HOLDING-SP ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">62369.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">48141.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US31810T1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FINVOLUTION ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13352.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24145.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US36118L1061</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FUTU HOLDINGS ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">62884.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">47216.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US43289P1066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|HIMAX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">17424.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">18953.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7223041028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PINDUODUO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">24123.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">22213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8740391003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TAIWAN SEMICONDUCTORS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">51722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">38457.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US98422D1054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|XPENG INC - ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">14669.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">12903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA09173B1076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BITFARMS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">15024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5283.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA1247651088</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CAE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S22025_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">25862.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24877.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA4339211035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|HIVE BLOCKCHAIN TECHNOLOGIES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6038.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4217.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA88605U1075</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|THUNDERBIRD ENTERTAINMENT GROU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S22025_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4114.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00B8C3BL03</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22025_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">19861.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">23339.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IL0011267213</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">5909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">7790.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3835260005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BASE INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S22025_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">11526.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG851581069</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16362.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">17703.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG982391099</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16717.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">20579.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0012015705</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|JUST EAT TAKEAWAY.COM NV</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">58275.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0012044747</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">9365.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US00402L1070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ACADEMY SPORTS OUTDOORS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">13695.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0382221051</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|APPLIED MATERIALS</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">32804.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">23313.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US1347481020</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US2267181046</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US23703Q2030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DAQO NEW ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">12552.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">6439.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US2372661015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DARLING INGREDIENTS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9191.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">9663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.97</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US25400W1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10018.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US25985W2044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DOUYU INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4126.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US30212W1009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|EXP WORLD HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">9657.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US31846B1089</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FIRST ADVANTAGE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">11932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">13608.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US38911N2062</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRAVITY SPONSORED ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5407.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US44812J1043</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|HUT 8 CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39146.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">15814.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US45175B1098</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|IHUMAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">4245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US4525211078</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|IMMERSION CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9259.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">10704.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US4824971042</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|KE HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">15061.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US49639K1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|KINGSOFT CLOUD HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">14079.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">17007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6475812060</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NEW ORIENTAL ENERGY &#38; CHEMICAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23415.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">22901.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6821891057</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ON SEMICONDUCTOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">9216.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">8899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US83570H1086</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SONOS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">17932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.73</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">11013.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8522341036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SQUARE INC - A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16617.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">17301.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US88557W1018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|360 DIGITECH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13119.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">29449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US8868851028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TILLY&apos;S CLASS A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">2540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1757.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US9108734057</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91531W1062</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91680M1071</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US92763W1036</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US9858171054</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US98741T1043</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG6683N1034</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US36317J2096</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000A2YN355</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">93.92</iic-com:InversionesFinancierasPorcentaje>
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E6VSYjI0OaFk7TokULabpZs2aZmZnStFhAni/j5OR06CHdunVTqVQ2NjaGqwDY29vrHLxdzE9KSpJfiulOnTqpH9HUqVPXrFmjcYyurq6zZs2Kj4+vlMrcuHFD7K3UWebi4nL58mX5twZ2Q8lRqG/H8ALKV1G4S6iM5ZJ3Lx+9MHuVabn805bOnhblMVL4Tp8vVGbVqlXUyjNpEhIS7NeHaZ/Y7pu2ZmdnK1cZKY1GqIb2hV/g7e09bty49Id4eXk1aNBAmv/II4/cv39fmhYTjz76qMaK3333XfuHHDt2bObMmf7+/tIcOzu748ePa7/RY489VlRUVOF8+TaPfERpaWkdO3aUDlk+RjHTz8/vqaeeat68udjtlJQUJSojfr722mv79u2LjIwcPHiw+m8N7IaSo9C3HSUqU4VPBpWBh/9k3FGhF+atMu3eWdn46ZEW6DEieg+ZJvUxif9Baeymi0qlennTFu1ze/znX+hMlzFwVyYnJycwMLBv374630WoQMuWLW1tbZcvX962bVuFd2Vk4uLihCeJ7Tg5OUU/xNnZuQbvygiCg4Pnz5+v8xiFgc2dO7dfv37SS6Fi6nnHYrphw4bqWxO+9fzzz3fv3l0ae5W7MmDC3EzmMWxzVpmOk96zkCRfndGhxzhJZcS/njR2k2bpl19pjuL++Ver93xd2Q4myWasrKwMv9369euF1kjTFebKyLi7u69du/aBVvaMBh4eHps2bdI5XyMjRDtVtqCgwNHR8ebNmzqPMTc3Vz40BwcH9dzY8+fPd+nSRWNrf3qI1M2knrCibzeUHIX6dgwvoHwVhbuEylgo4h8a3MJcVeaRsG32f/W3WImRooH9cCldhj4mUycxJcVv8xY587dp2Lb5W7YKKVGoMsOHDz979mxhYaH4h97f31/OlVFfcty4cfHx8VlZWbt27bKzs5OzxTds2GD4CSaJ8PDwrl27SneJ1LNntJcUVmFrayuWF+Zx6dIlOYNV7KG1tXVUVJQ4rujoaDF97tw57f3cvn270Cx5jpubW0xMTHZ2dmZm5sKFC11dXaX5QUFBffv2jYuLE0ctforp5cuXG1A9eaaB3VByFOqPIxleQPutq/DJoDLwIDfvHm5hlirTaP2WJ1/ytXCPkcJv1rvSjZmEhASavEmTn58fFhG56G+7Anbu/urbwzqrtvzh98jzIyMjX3jhhSZNmghHmT59ukql0qkInTt3btq06YABA8S1U55fXl7+zjvvtHjIu+++q11XRuq+cXBwEEohvVTPntF5LOJ6LFVPcXZ23rt3rzw/IiJCaFDDhg3FT/Vbier7KXbAxcVFniPeSyqZIy7wI0eOTExMlObfv39f2IzYK/Eu4ucHH3wgd8YZVhkDu6HkKDTq0+hcQONvVOEqyncJlbFE0jNJlDFDlWm+cq1lJvnqjGGe/pLKyJcZAIVdUWBBZwIfgelyMzkFtzAzlbF9b1UTx1EYjHZ1GbniGQAAKmMmkChjfirTYdoSS07y1RltnxsrqUxwcDDpMgCAypgV9/ILEAuzUZlfk3yHz0ZctEO43aLFAZLNpKam0vABAJUxH7Lv5iAW5qEyjdZvearvRKxFX0x68x1JZX766ScaPgCgMuZDWsYdxMIMVObxDze0enYsvmIgBnvMpLoMAKAyZkhSCqNImrzK2Cz+0KoLSb4VhFNfX0llNm7cSMMHAFTGTCgvL79+E7EwbZXp4Le0gT1JvhVHq65jJJUJCgrSWYwEAFAZMD2Kiu9jFSatMvaj3sZRlMfCRUslm5ELiAEAoDKmDXV+TVdlGq3f0v7lKdhJpcJr8lxJZU6fPk3zN1HKyspOnvpx45a/hX2x89z5i7ovSFp1fiWOHj0qlcRt167dhAkT0tLStNfNzs728fFp1apVmzZtAgMDK9ymzLFjx+zs7Nq3bx8bGyvNOXLkiIODg4FbgAcPHpRq2nbr1m3Pnj3y/Ojo6K5duzZq1Ej8FNPq+9CzZ0+NI5UmUlNTvb2927Zt26xZM3GM3333ncYC2quIibCwMPVfHTp0SKPkrs7d0Niavl1SuAV9n4P6dipcQOEqFe4SKmOS3MnKxipMUWWs1myy7j4eNalsDBn9W81f9VLoYELk5+cHhax96i/jpD/on1wnfRT6uc5hsXVe6vr37//NN9+kpKTk5ua+//77bm5u2mv5+vp6enqmp6cL0Rk9erRGTUUDKiNdGiMiIqQRl8ReOTk5iZf6lj9//ryNjc2BAwdycnIuXbokj4wo5ltbW0dGRor5UVFRYloeD1K8+6BBg3bv3q29PwMGDJg3b57YZ7FWTEyMfGiGVaZHjx6lpaXqn4/6QEj6dkNja/p2SeEW9H0O6tsxvIDOt67sZ4vKmDC30zKwCpNTGeulq0nyrVq8/JqfpDKhoaE0f1Pk43WbG3Ueof43bfaMx5c7qjIydl5eXtOmTbXnt27dWniMNC3MoE+fPgq3qTEOtjjH3N3dDeyAh4fHhg0btOeL667G+M/qQzCKC7Ojo6N8p0feHysrK3FESj4EdZUR9rN9+3b5doWfn5/8WwO7obE1fbukcAv6Pgf1gbINL6B8lQp3CZUxSRJv8fiSiamM3YwAja9yQnk85zZp2X8pLCzkG8Dkbsm84b1A+8867e2gyqrMvXv3Vq5cKY+MraEyGRkZ0rRwmhYtWijcpvo42CqVysbGJi4uzsDh2NvbJycn65yflJQkvxTTnTp1Un/3qVOnrlmzRmN/XF1dZ82aFR8fXymVuXHjhthbaWhMFxeXy5cvy781sBvaW9O5Swq3oO9zUN+O4QWUr1LhLqEyJsmNxFtYhQmpjL3nPHSkOuHQy1tWmatXr/INYFokJCTYu+joV3Uf9XZ2drZylZFSXoRqaF/4Bd7e3uPGjUt/iJeXV4MGDRSqjPo42DNnzvT395fm2NnZHT9+XOddnKKiogrny7d55HdPS0vr2LGjdMjy/oiZfn5+Tz31VPPmzcVup6SkKFEZ8fO1117bt29fZGTk4MGD1X9rYDe0t6ZzlxRuQd/noG87SlSmCp8tKmOqCBNHKUxFZRps2NZhwDRcpKZGYhKcOXOGLwHTQqVSvaxrXI7xfkt1pssY0I6cnJzAwMC+ffvqfBehAi1btrS1tV2+fHnbtm2Vd1pJxMXFCU8S23Fycop+iLOzcw3elREEBwfPnz9f5/4IA5s7d26/fv2kl0LF1POOxXTDhg3VtyZ86/nnn+/evfvhw4ercE/FwC5xVwbqAgaSNBWVsVqzyaYHSb41EI93GSWrzPfff8+XgMmxbEWoxlCpjTqP+Hjdlsp2MEk2Y2VlZfjt1q9fL7Smsirj7u6+du3aB1rZMxp4eHhs2rRJ53yNfA7tRNeCggJHR8ebN2/q3J/c3Fz50BwcHNQzW8+fP9+lSxeNrf3pIVI3k3q6ib7d0PmBaO+Swi3o+xzUt2N4AeWrVLhLqIzpUVBYhFIYv8q0CvrkiWc8sJCaClllwsPD+RIwOdLS0vzfWS6niwk3fW/Z6vz8fIUqM3z48LNnzxYWFop/x/39/eVcGfUlx40bFx8fn5WVtWvXLjs7uytXrlRKZcR51bVrV+kukXr2jPaSwipsbW3F8sI8Ll26JOefij20traOiooSshUdHS2mz507p/3u27dvF5olz3Fzc4uJicnOzs7MzFy4cKGrq6s0PygoqG/fvnFxceKoxU8xvXz5cgPHIs80sBv6PhCNXVK4BX2fg/rjSIYX0N6ZKny2qIypkncvH6UwcpV5as4HJPnWbLw9f5GkMjt27OBLwBQR4rLlyz0BK9YG/d9nf9tzQGfVlj/8Hnl+ZGTkCy+80KRJE+Eo06dPV6lUOq/HnTt3btq06YABA8SVr8JtqiN2xsHBQSiF9FI9e0bn8uJqKtU+cXZ2Vi8QEBERITSoYcOG4qf6kGHq71teXu7i4iLPEe8llcwRl+eRI0fKRSDv378vbEbslXgX8fODDz6QO+MMq4yB3dC3vMYuKdyCvs9Boz6NzgU0/iIVrlLhLqEypsfdnFyUwphVxt5rnsa9dKL6Mc1/ASMxQaW6osCCzgQ+ApPjTtZdlMI4VeaRsG0dBk5HO2q14O/q1av5EgAAVMa0Sc9UoRRGqDJNPtlk6+KNc9RSvDZ2lpwuw5cAAKAypk1KajpKYWwq03L5py26eSIcdVDwV6CzGAkAoDKAyhBVVJkn5wWT5Fvb0d19sqwychkxAABUBpUhqqsy9j4LSPKtg3imzwQK/gIAKoPKEDWpMo+Ebes45E0ko26ic8//jV2g/qgtAAAqY3okpzCWZP2rzGOhm9v18sUw6mVESQr+AgAqY9rcTL6NUtSvyrRc/mlLZ5J8601lDNTsAgBUBlAZogKVaffOysZPj8Qt6lFldu/ezfeAyVFWVnbuhx+O79x5fNeu//z0k+4Lkv6avOfPnx84cKCVldXTTz+ts+Jzdna2j49Pq1at2rRpExgYqL2Aq6urzi0fO3bMzs6uffv2sbGx0pwjR444ODjorEf8QE/5YPWJnj17aiyv/lJs2dHRUWMBA6scPHhQqn7brVu3PXv2aL+dvv2RaN269dChQ9XTy6Kjo7t27dqoUSPxU0yjMoDKWFx0nLKIJN96V5mvvvqK7wHTIicn51BoaMr06UUTJ4q44e//bViYAVfQmPPLL78I2xAGk5WVlZiYOHbsWO21fH19PT0909PT09LSRo8evXXrVvXfbtu2rXfv3jpVRrqiR0RESCMulZSUODk5iZd6r5oGxw0QE4MGDVK3bfXl//GPfzzzkFOnTqkvoG8VIXA2NjYHDhwQH+ClS5e0x6fUV+9Ynn/nzp2lS5f26tVL3qC1tXVkZKTYYFRUlJhWH7QSlQFUxvzj8607j4ybeMJ32jqPyW8O8nV+bgyGUS8qw4iSJseRzZvvTZokeYwU2ZMnH//vPYYKXUG4y7p16wy/RevWrYXHSNPCZvr06SP/SghQhw4drly5ovPCrzEOdmhoqLu7u6GrZkUqI5zD0dFRFjX15adNm7Zy5coVK1ZMnz5dfV19q3h4eGzYsMHw21W4k7m5uU2aNJGmhQxpDDEtD9mIykAdq0wKVlH38U34wT807jK7/+vqX8d3J0+On/Zm1MQZK0dMHtZ3nO0fR+EcqAxokJ+f/8+AAPWGI8WxkBCFrmBraxsSEtKuXbtWrVr5+PjorJEoVCYjI0OaFk7TokUL+VfCGz788EN9F371cbBVKpWNjU1cXFx1VEb8nDp16po1azR+JWxJ7H/yQ8TeipcVrmJvby8Wro7KiCNasmSJi4uLvMGkpCR5MTHdqVMnVAa4K2MRERN7ouETTkJlHDv30v5GVo/UKVNOTZy23WvKrFcn9u3phYKgMpCQkHD1zTe1G8vZd9+Vx7g27AqPPvro+PHj0x/i6enp6+urvZa3t/e4ceOkZby8vBo0aCDNP336dO/evcvKyvRd+NXHwZ45c6a/v780x87O7vjx4zp3z3CujHRbqGPHjpJyyb/as2fPgAEDpGl3d3eNoaR1rvLYY4/JxqNPZQznygiEAoo/gc4NyveiUBlAZcw8Tv7zTAvbvwiPkeKCl7dhm1GPe5MmXZ8y9YjP1NUjJ09w92nv5IGUoDKWRk5OzpnFi7Vbx/EVKyTDqFBlmjVrpn7HpU2bNtprCSsSBtOyZUtbW9vly5e3bdtWmt+rV6/Lly8bvochERcXZ2NjI7bj5OQU/RBnZ+eq3ZURBAcHz58/X33OkCFD5ITl7du3Dx06tMJVqnlXpry8PD4+vk+fPvv37+euDBgXt26noRd1Fmf+fcG+Sz/ZY0TM6P+acpXRjqxJk3+aNO3rcVMX/XWiWy+vxzuTRIzKmD/frl9f8PuGkDtp0nfbtinswREXYzkPRkxYW1sbfrv169cLrTF830Ibd3f3tWvXPtDKnqmayhQUFDg6Ot68eVO+6dKgQQP13RAvxUwDqzx4mCuzadOm6nQwCRITE4XY5ebmShvUyJWRU4lRGahTqPZbZ3HxP1d69H5d3WNEtLdzqY7KaEfC5KknfKdtHDOFVGJUxlzJTE+PWbXq7uTJ0jmfOWXKoU8/zc/PV6gyW7ZskTuPPD09J06cqL2kWCA+Pj4rK2vXrl12dnZXrlxRaCES4qTq2rVrSUnJg99nz1RZZaRbL8KopDkfffSRRr+YOAopOUbfKg8ePnBka2sr9k2IyKVLl+QU3UqpjGDUqFEbN24UE2fPnhUiGBUVlZOTEx0dLabPnTuHykA9cDs9E8mog7gSf91t4DgNj5HilOf4mrUZjf9Wr0yetn/8tJUjJg/v500qsRQ9BkxGZUyawsLCH8LDYzdvjt2y5Z/ffitJg/YFWN/tk4CAgDZt2rRs2dLb21tO+9WQgM6dOzdt2nTAgAH6hrbQd+EvLi52cHCIiYmRXqpnz1RHZcrLy11cXKQ5f/7znzWqVIuXzz77rIFVJIRwSHVlnJ2dNdJrHhjMlVF/ryNHjnTv3l2ajoiIEK7WsGFD8dNsqk2iMqZHeqYKz6jtiL9xc6Tnmzo9RsQk12G1pzI6U4l/nPS/VOJGnSxxFO6XX/NDZUD5XRawrDOBjwCVIbTDz3+RPo+pjT6mSoWcSvyJxxTLSSVGZQAAlTEfVNl3UY1ajWUffGTAY6Q46jGuHm1GO5X43H9TiQe/NN4sU4mHjPZHZQAAlTETsrJzsI1aLelboceI8HppqPGojHYkTflfKnH3v4w1A5XxmjxXVhmzGTgGAFAZC+Vubh7CUaslfZVEm3Z/MWaV0ZlKHOk91XRTiWe8tVBWGY30SQBAZcDEyC8owDlqtaSvwvh29DgTshmNyJj8Wyrx3KG+JpFKvGhxACoDAKiMmVBcfB/tqO2SvmbQx1SFVOJjE6ZJqcSduxpXKnFTx1HL1Dhz5gzfAwCAypgwZWXlmEdtl/RVEs2tnzMblTGQShz4xuR6TyV+8nkvdZW5evUq3wMAgMqYNglJt/CPWi3pqzB2jxhrxjajM5V4c32kEj/TZ4K6ysg17AEAUBlTJZlhmGq/pK+SeN1lkOWojHYq8dXJU6VU4tEv124q8YuDp6qrTHFxMV8CJkdJSUlU1KE1n3wWum7T0WPH9Q0kqW+YpPPnzw8cONDKyurpp5+WB2VUJzs728fHp1WrVm3atAkMDFSyTYljx47Z2dm1b98+NjZWmnPkyBEHBwcDp1l0dHTXrl0bNWokfsrP0/1BF+rzW7duPXToUPV7ijq3I0hNTfX29m7btm2zZs1eeeWV7777jvMHlTFD0jLuYCG1XdKXPqaqpRLvGje1xlOJB3vMlD1m1apVfAOYHDk5OYuXBjezfk5qOO3sX1wZskafK2hrxy+//CJsQxhMVlZWYmLi2LFjtdfy9fX19PRMT09PS0sbPXr01q1bDW9TRtKIiIgIacQloVxOTk7ipb7lhVRZW1tHRkaKg4qKihLTFy5cMPBe8ss7d+4sXbq0V69eFW5nwIAB8+bNEwcifhUTE+Pm5sYphMqYIXeyshGR2i7pqzC2Dx+LxOiMgokT5VTiKQMnVCeV2HPiHFllwsLC+AYwOf7vw08bPP4n9YbTtKVz2OdKR8YW7rJu3TrDb9G6dWu551FIQJ8+fRSqjMY42KGhoe7u7gbeSHiSxuDS8iiPhlVGkJub26RJkwq3Y2VllZeXx2mDypg5lJapm5K+SsK9uzvWojyV+OLk/6USt3IcqVBl/Ga9K6vM7t27+QYwuVsyg4eN1247E6e8ra+bSWOOra1tSEhIu3btWrVq5ePjIw8nqaEyGRkZ0rRwmhYtWihUGfVxsFUqlY2NTVxcnIHDsbe3T0pKkl+K6U6dOilRGbHxJUuWuLi4VLgdV1fXWbNmxcfHc/KgMuZMfkEhLlIHJX2VhFVL59wJvmhKlVOJT038LZX4xR6e+lRmwcIlssocPnyYbwDTIiEhwb5LHx3/Bgweq1NKtLXj0UcfHT9+fPpDPD09fX19tdfy9vYeN26ctIyXl1eDBg0Uqoz6ONgzZ8709/eX5tjZ2R0/flznXZyioiL5pXw7x4DKyAgbE59GhdtJS0vz8/N76qmnmjdvLo4lJSWFswiVMUNKS8vQkToo6aswvnh9DFJSs6nEq0f+L5W4UecR6jm/p0+f5hvA0u7KNGvWTP2OS5s2bbTXUqlU4qrfsmVLW1vb5cuXt23bVqHKyMTFxdnY2IjtODk5RT/E2dm5pu7KlJeXx8fH9+nTZ//+/Qq3Ix3s3Llz+/Xrx1mEypgnN5NTkJI6KOlLH1P9xp3JUw5OflNdZa5cuULzNzmWr/zokaZ/VG81jZt3+2zD57ovS1raIQxAzoMRE9bW1obfbv369UJrKqsy7u7ua9eufaCVPaOBh4eHRo7L6NGjlXQwCRITE4Vj5ebmKtmOhFjYysqKUwiVMU9S0zPxkjoo6askmjTvdoc+plqLH2bPVleZ1NRUmr/JcefOnfkLApq2dJaaTOsnewQuW1lYWKhQZbZs2SJ3Hnl6ek6cOFF7SbFAfHx8VlbWrl277OzsNJS3QpUJDw/v2rVrSUnJg99nz2gvefbsWeFSUVFROTk50dHRYvrcuXMKVUYwatSojRs3Gt6Om5tbTExMdnZ2ZmbmwoULXV1dOYVQGfMk6y7jY9dFSV+F8emw0ThHLcXfFixQV5n8/HyavylSXFy85+v9Ias+XbU6NCrqkOG6MtqVYAICAtq0adOyZUtvb285w0Z9me3bt3fu3Llp06YDBgwQlqBkm+r75uDgIOxBeqmePaNz+YiICKE7DRs2FD8jIyMNq5jGyyNHjnTv3t3wdsQOvPLKK0888YTwm5EjRyYmJnL+oDLmCYNK1llJXyXh+qwbzlFLsXPzZvFf7MqVK4XHrFixgrYPleo2AlQGjBcyf+uspK+SaNTMiT6m2ojE6dPl+zEffvjh3r17afsAgMqYD2T+1k1JX/qYjCdRhiexAQCVMSvI/K2zkr5KoodTP8yjthNleHwJAFAZsyI7JxdTqZuSvkqiweN/SvWegHzUbIQEBKirjL5nXgAAlQGTpLCoGFmpm5K+CiN48Ejko5YSZQTSI6wAAKiMWZGQdAtlqZuSvvQxkSgDAKgM1DxpGXewlrop6auwjynRhz4mEmUAAJUBxeTm3UNc6qakr8JYPHAECkKiDACgMqCU0tJS3KXOSvoqCacufVAQEmVAm5KSkn/84x+Hj8QciYn5179+0lnt9+jRo1KV23bt2k2YMCEtLU2af/369WHDhrV4iJgQL5WvK+Pq6qqzpN6xY8fs7Ozat28fGxsrzTly5IiDg0NxcbGOS6YudM6XVzl48OCzzz7buHHjbt267dmzR95Oz549NbYsT0dHR3ft2rVRo0bip5jWuUyFCwvOnTs3ZMiQZs2aic+tX79+chdthbtneLOoDNQ8ySmpGEzdlPRVEo80/eO18T6ICIkyoE5WVvaB8IiL/7ksNdWzFy4dCA/Xvs3Wv3//b775JiUlJTc39/3333dzc5Pm9+rVa/HixdkPee+998RL7bfQt67Etm3bevfurVMFpEt1RESENOKSUC4nJyfxsoJrp8HRCWTOnz9vY2Nz4MCBnJycS5cuyQNGiuUHDRq0e/du7S2IVaytrSMjI8UqUVFRYvrChQv63sXAwtJA3+vXrxefifjcjh8/PnDgQO330rl7BjaLykCtcCfrLhJTNyV96WMiUQaqRkRkZPyNm+oN9udfrh05EmNglby8vKZNm0rTYkIaTVogLq7yfCXrPhSprA4dOohTSKdwaIyDHRoa6u7uXvG1U5nKeHh4bNiwQefqQh0cHR3lez/yFoRPaIyYPWbMGH3vYmBh8avVq1cb3nl9u2dgs6gM1AoFhUV4jPiWHDPe3xg8RoRj516ICIkyICPk4+ix49rN9uChb3V2Mwnu3bu3cuXKoUOHSi9HjRoVEBBw9+7d7OzsJUuWiJcG3k5jXcH06dM//PBDfcKhPg62SqWysbGJi4urKZWxt7dPTk7Wt/rUqVPXrFmjsQWxSlJSkrykmO7UqZO+dzGwsLW1dUJCguGd17d7BjaLykCtUF7+4EZisoWrzKw5AUbiMVJc8PLGRUiUAQlxQf3HP3/UbrbHYr+Xx7jWuNAKhFLEx8dLc27dutWxY0dpvphISUkxYBga654+fbp3796SM+kUDvVxsGfOnOnv7y/NsbOzO378uHKV0Zkr89hjjxUVFelbPS0tTRyO9CHoW0W+XaRz/w0s/Oijj8r/AGjsVYW7Z2CzqAzUFumZFv1I9gcrPzUqjxExu//r6Eh14ujbb5MoY8l3ZcQqgYGBffv2lV66u7u/9957cq6M4Q4gjXV79ep1+fJlw/dOJKTkEpVK5eTkFP0QZ2fnWr0rIwgODp4/f37d3JXRVhnuyoBR9TEVUtLXqII+pupEwcSJHy1dSqKMOVGFXBlhJFZWVtJ0kyZNKpUro76ugWeLNBCGtHbt2gda2TPVURkPD49NmzYZWL2goMDR0fHmzZvq+SsaeSrqycLa29e38MiRIz/++GPDKqNv9wxsFpWBWuxjssxRssOjDhuhx9DHVM2ImzFj2e8hUcbUUfgE0/Dhw8+ePSvmJyUl+fv7y/kuvXr1WrJkiXRXZtGiRS+99JL2pV3fukqEQxAeHt61a9eSkpIHv8+eqabKnD9/3tbWVmxcqNilS5d0JvBu377dy8tLniOOwtraOioqSghZdHS0mD537py+dzGwsPR0UlhYWFpaWn5+/tGjR7VVRt/uGdgsKgO1yJ2sbEvzmGPfn6yXkr4KY5LrMKSkarH93XdJlDE/lNSViYyMfOGFF5o0aWJnZzd9+nSVSiXNv3r16uDBg5s/5NVXX7127Zr2pV3fukqEo7i42MHBISbmt7tE6tkzylVG370foQJS4RZnZ+e9e/dqr15eXu7i4qI+JyIiQuhUw4YNxU9xXPrexfDCDx7mCbm5uVlZWbVu3fqVV16RD6fC3TO8WVQGaoui4vsW5TH//PGneizpqyTa27kgJVWIzClTgn5/S+b777+ngYMSnwDLPRP4CMyGJIuplffv8xfrt6SvwjjlOR41qWbCb1BQUE5ODq0bAFAZiyD7bg4lfeljMvX4eMkSdZXZuXMnTRsAUBlLoaSk1BJK+g4cNsEkPEbEk+17oCaVip+1En6vXr1K0wYAVMaCuJ2WQUlfo4pvR49DUJTHrt8PVrBmzRp9dUcAAFAZ8+RefgElfY0qvF4aiqAoDBUJvwCAyoAg8dZtSvoaT7Rp9xccRWEcf+stjd4lnVXtAQBQGTMnJzePkr70MZlBwu+OHTtozgCAylgi5eXlCUm3KOlrPDHyxVfRlCok/P788880ZwBAZSwUVfZdSvoaTzS3fg5TqWzC7+rVq0n4BQBUxnIpLS29fjOZkr7GE7tHjEVWKpXwe/ToURoyAKAyFk3GHRUlfY0nXncZhK+Q8AsAqAxUgmITH5LJhEr6Kuxjyp3gi7LojLuTJ4cEBJDwCwCoDGiSmp5JSV/jiS9eH4O16IxDc+eS8AsAqAzovjFz/SYlfY0l3Lu7Yy3akTp1qkaWDAm/AIDKwP9Iz1RR0tdIwqqlM31MFT64RMIvAKAy8DtM7lEmEy3pSx9T1eKan5+Gx4SEhBQWFtJyAQCVgf9xJ+suJX2NJPo/Tx/T72LTokUaKnPq1CnaLACgMvA7ysrKbiTeoqSvMUSjZk536GP6b/zb31/DY0JDQ8mSAQBUBnRwNyeXkr5GEp8OG43EiLg3adJHS5fy4BIAoDKgiPLy8pvJtynpawzh+qwbHiPi2Ntva3jM1q1baaoAgMqAXvLu5VPSlz4m4xmmQKMmniAlJYV2CgCoDBgiJS2Dkr7GECFDRlm4yuyfP1/DY/bv308LBQBUBiqgpKTkRmIyJX3rPXo49bNkj0meNk2jJl5wcHBOTg4tFABQGaiYbKPJ/zXXkr5KosHjf0r1nmCxKvPFu+9q3JKJjY2lbQIAKgOKKC9/cOt2GiV96z2CB4+0TI/5ecaMZVrDFFATDwBQGagERUYwMJN5l/Slj0lf5E6atHbxYg2VOXv2LK0SAFAZqByq7LuU9K3feKTpH6+N97E0ldmnle372WefURMPAFAZqDTl5eWJt1Ip6Vu/sXjgCIvymH9p1fYV3Lhxg/YIAKgMVIXCwqK672aynJK+SsKpSx+LemppRWCghsfs2LGDlggAqAxUnazsnLr0mNP/Oms5JX3pY9JIkVmvlSKzYsWKzMxMmiEAoDJQdcrL665o3tkL/7Gokr4KY+4rb1hmiozg/PnztEEAQGWgupSWliYkpVDSt77CsXMvy0yRCQ8Pp/UBACoDNUNtJ81cib8+9I1JWIu+uODlbWkpMp999llxcTFNDwBQGagxsu/m1F5J3/ET38ZXDMTs/q9bWopMeno6jQ4AUBmoYVJS02tDZd6e/z6yYrF9TKTIAAAqA3VHaWlZQtKtmvWYlavWYSpK4pTneFJkAABQGaguhUXFNZg0Q0lf5THJdRgpMgAAqAzUhM0UFsXfuFkjJX0phac82tu5kCIDAIDKQM2QX1BwLSGxOh5z/IdTeIwl9zGRIgMAqAzUM6qs7Crfm6Gkr4X3MUXPnUuKDACgMlD/JCYlU9K3LqNNu7+Yq8eQIgMAqAzUDwk3EynpW5fx7ehx5ucxpMgAACoD9Un8teuU9K2z8HppqOl6zOE5c5bpghQZAEBloJ75Jf4aJX3pYzIcP8yerdNjTp8+TQsCAFQGjMFmrlPSt24icpQXHgMAgMpAzXPpP5cp6VsH8brLIDwGAACVgVrhP5evUNK3tqO59XNm4DEnT56kvQAAKgNGR3n5g7ifr1DSt7Zj94ixJu0xhw8fprEAACoDxmszFy79h5K+9DH9OGsWHgMAqAyYJGVl5Zd+vkJJ39oLq5bOuRN8jdljzs+cGYTHAAAqAyZtM8M9puMctRdfvD7GaD3m3/7+eAwAoDJg8hQX3/cY64dz1FK4d3c3Qokp0FPPF48BAFQGTPTeTNnCRR80bt4N87CEPibVlCmb33tPp8dERkbSHAAAlQETvTdTHPJ/Hz3VqTfyUeMR9poR9TFd8/P7cOlSnR6zd+9eIbW0BQBAZcCEbWb79r/9+S8DkY+aDddn3YznoWudyTGC/fv34zEAgMqAySMuZt9///2Qv3o90vSPKEhNRaNmTnfqu48pd9Kkr995R6fEBAUFUc8XAFAZMCuuXr3qN2PO463/jIXUVHw6bHQ9ekzq1KnrFy/W6TGrV69OTEzknAcAVAbMDZVKterDNR0cXsJCTL2PKW7GjBWBgTo9ZuvWrXl5eZztAIDKgHlSXFz89df7XF4ahojUSB9TqveEun/iOmbOHD25Mb8+dE1yDACgMmD+nDlzZtSYSeJKjI5UM4IHj6xLj8mePPnLd9/VKTErVqy4ePEi5zYAoDJgKSQmJs5/Z3GrdgxuUK3o4dSvzjwmYfr0j5cs0ekxoaGh6enpnNUAgMqAZZGXl7dpU5ir24gGj/8JKalaiI+uDvqY7k6eHD13rr4nrnfu3FlcXMz5DACoDFgiZWVlhw4dmv3WvGec3fAS4+xj+nHWLH3l74KCgk6cOMFpDACoDFg6Fy9eXLFixXif6W2e6oGaVDacn+lbSxJzw88vTM9YBIJVq1Zdu3aNsxcAUBmAX0lPTw8NDQ0ICHQfPJphmyoVjzT947XxPjU+oNL++fOX6ScsLCw7O5vzFgBQGYD/UVJSEhsbGxwcPP+dhQx0UKlYPHBEDT5r/cPs2SEBAfokJiQk5PTp0zxxDQCoDIBuVCrV7t27xSVzyjT/J+1fRFOUhFOXPjXiMVfefHOtngK+8hjXlL8DAFQGoGKuXbu2bt06ce18bbh305bOyEqFfUyXx1frOab0qVP/tmCBAYnZvHlzcnIyZyYAoDIASikrKzt58mRISMjC9xa92OevDEVpOGb3f71qEnNv0qSYOXOC9YxCIA2odPbsWU5IAEBlAKpCXl7e/v37xQV1xsw5Ts++gtDoC8fOvaogMT/OmqWv6p30rPXhw4cLCws5DwEAlQGoFsnJyWFhYeLiOnfeAle3EQyvrTMueHkr7046NHeugdxewVdffZWZmcm5BwCoDECNcfbs2VWrVomr7JIlS0eNmdi+c2/0pbJ9THEzZmzXM4iSzCeffHLlyhXONwBAZQBqnsLCwsOHDwcF/VZDf5rf7O49X2XcAyk6duxpYOSBv7/11qf6+5IkgoODT5w4UVJSwpkGAKgMQC2Snp6+d+9eWWgWvPvewCFjWtg+j82c8hyvITGJ06eHz5tnIKtXlpjIyEiq3gEAKgNQd+Tk5MTGxq5evVq6GAcEBHqNn+rg1M+SVWaS6zC50t1Zf38Dww6odyedOnWK3F4AQGUA6oeSkpK4uLjNmzfL12b/WXNf7PNXyxz9oL2dS+aUKTFz5ux+mCVtmJ07d169epVTCABQGQCjICUlJTIyMjg4WLpOL1my1MfXr8/Lb7Tt0NMSSuS179zb1W2E76QZUq/b+vXrDYw8EBMTo1KpOGcAAJUBMDry8/NPnTr1ySefqF+857+zcISH73MvDDazp7hbtftLj15DR4+dtPC9RdrK8vHHH2vM2bhx408//URWLwCgMgDGTllZ2dWrV3fs2KF9gZ8xc87AIWMcnPqZ6HNPjZt36/b8gGGvj3t7zjuG+4+2bdsmV7rbt28fww4AACoDYHpkZmYePnw4JCRE+0pvQj1Qwrrsu/RxHzx6yjT/ZYpZu3btmjVrTpw4wQCQAACoDJg2JSUlN27cOHr06MaNG3Ve9ee/s3DUmImubiO6PT+gfefe9T6AZePm3Z60f9Hp2VeEaY33mS6sS7nBBAUFbd68OTY2NiEhoaysjL8+AAAqA2ZFXl7exYsXw8PD5ae4dbLwvUV+M94aPXaS++DRPXoN7fyMa23UrWnw+J/aPNWjS7f+Li8NGzhkjKfXFPGmOhNfKiQ0NDQ6Ovrnn3/msWoAAFQGLIX09PRTp07t2LFDfu7JMAEBgf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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S22025_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S22025_V-10920056_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S22025_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S22025_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S22025_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S22025_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 682.452,33 euros que supone el 66,01% 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 44,42 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 elevado el porcentaje de inversi&#243;n durante todo el semestre.
  
 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 14,63% durante el periodo y en los &#250;ltimos doce meses ha sido del 15%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 8,35%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 10,03%.
  
  
 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 4,14% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 5 participes, lo que supone una variaci&#243;n del 20,83%.   La rentabilidad neta de la IIC durante el periodo ha sido del 8,35%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,34%. 
  
 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 8,35%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: NV HOLDINGS CAYMAN A, MEITUAN DIANPING CLASS B y CIRCUS SE. Tambi&#233;n se han vendido los activos siguientes: BASE, JUST EAT TAKEAWAY.COM y GALAXY DIGITAL HOLDING INC A.
  
  
 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 1,51%.
  
  
 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 22,18%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 15,83%. 
 La beta de GVC Gaesco Crossover Extreme World Growth RVI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 1,27.
 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 0,01 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 prevemos efectuar ning&#250;n cambio relevante en la cartera del fondo durante los pr&#243;ximos trimestres. Nos mantendremos con unas tasas de inversi&#243;n muy elevadas, con un manifiesto sesgo growth.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">Compartimento de Autor con alta vinculaci&#243;n a los gestores Miguel Marino Romero y Jaime S&#233;melas Ledesma, cuya sustituci&#243;n de cualquiera de ellos supodr&#237;a un cambio en la pol&#237;tica de inversi&#243;n y otorgar&#237;a un derecho de separaci&#243;n a lospart&#237;cipes. La exposici&#243;n a la RV ser&#225; como m&#237;nimo del 75% y hasta el 100% del patrimonio en valores de RV emitidos por empresas de pa&#237;ses OCDE mayoritariamente en activos Quality ( empresas con elevados m&#225;rgenes empresariales, una   baja volatilidad de los beneficios, un bajo apalancamiento financiero o un bajo riesgo macroecon&#243;mico) Las empresas pueden ser de baja, media o alta capitalizaci&#243;n burs&#225;til y sin concentraci&#243;n sectorial Se podr&#225; invertir hasta un 15% en compa&#241;&#237;as con una capitalizaci&#243;n burs&#225;til inferior a 1000 millones de EUR oequivalente en otras divisas. La exposici&#243;n a la renta fija (RF) ser&#225; como m&#225;ximo del 25% del patrimonio en valores de RF p&#250;blica o privada de emisores mayoritariamente de pa&#237;ses OCDE, sin calidad crediticia determinada, y sin l&#237;mite predeterminado de duraci&#243;n media de la cartera de RF. La exposici&#243;n a pa&#237;ses emergentes ser&#225; hasta un 30% y a divisa ser&#225; superior al 30%. Puede invertir enIIC hasta el 10%, incluidas las del Grupo. La gesti&#243;n toma como referencia la la rentabilidad del &#237;ndice MSCI ACWI WORLD NET TOTAL RETURN (Eur) para la parte de inversi&#243;n en renta variable. Este &#237;ndice se utiliza en t&#233;rminos meramenteinformativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">1.18</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.77</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">15.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.77</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">10.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.09</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">12.63</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.68</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-4.02</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.92</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-01</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">11.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">8.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">16.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">8.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">9.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">4.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.81</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.83</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">4.78</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.01</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
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<iic-com:EvolucionValorLiquidativo>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.92</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">1.24</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.84</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S22025_V-10920056_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-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.06</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S22025_V-10920056_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-10920056_daa" unitRef="pure">15.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">1.75</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">10.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">1.31</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">2.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">12.34</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">-1.68</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">-4.02</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-04-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.92</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">3.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_daq">2025-10-01</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S22025_V-10920056_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S22025_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">11.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">7.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">8.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">16.89</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">8.48</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">9.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S22025_V-10920056_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">23.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">13.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">4.85</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">4.80</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daa" unitRef="pure">1.02</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_daq" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq2" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpq3" unitRef="pure">0.01</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S22025_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S22025_V-10920056_da">false</iic-com:RatioGastosEstimado>
<iic-com:AplicacionRatioGastos contextRef="FIM_S22025_V-10920056_ia">true</iic-com:AplicacionRatioGastos>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">237026.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.99</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-10920056_ia">BE0974362940</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">137285.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">101001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH0012005267</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">121826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">106570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CH1243598427</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SANDOZ GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S22025_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">334630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">250432.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DK0062498333</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|NOVO NORDISK A&#47;S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.DKK contextRef="FIM_S22025_V-10920056_da">DKK</dgi-lc-int:Xcode_ISO4217.DKK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">171309.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">114306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">525272.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">365012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000130577</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0010259150</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">276080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">234552.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IL0011595993</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">201892.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">163966.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3435000009</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">140100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">141465.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3435750009</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02079K1079</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">254512.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">98715.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US02319V1035</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">292590.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US17275R1023</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120966</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB0006825383</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">149592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00B132NW22</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">163362.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00B82YXW83</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">182706.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">HK0883013259</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">155923.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">HK0992009065</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.35</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">400426.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.36</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3164720009</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3726800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.45</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3835250006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG017191142</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG2453A1085</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG872641009</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">149085.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">KYG9515T1085</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S22025_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">167869.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">127562.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">MX01AC100006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ARCA CONTINENTAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.MXN contextRef="FIM_S22025_V-10920056_da">MXN</dgi-lc-int:Xcode_ISO4217.MXN>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">161979.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">117212.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">MXP001661018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO AEROPORTUARIO DEL SUREST</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.MXN contextRef="FIM_S22025_V-10920056_da">MXN</dgi-lc-int:Xcode_ISO4217.MXN>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">46839.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">46284.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">MXP370841019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO MEXICO SAB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.MXN contextRef="FIM_S22025_V-10920056_da">MXN</dgi-lc-int:Xcode_ISO4217.MXN>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">118784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0014559478</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">298491.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">413512.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL00150001Q9</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FIAT CHRYSLER AUTOMOBILES NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">231219.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">182863.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">SE0000872095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SWEDISH ORPHAN BIOVITRUM AB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.SEK contextRef="FIM_S22025_V-10920056_da">SEK</dgi-lc-int:Xcode_ISO4217.SEK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">289564.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">242915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">SG1U76934819</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.SGD contextRef="FIM_S22025_V-10920056_da">SGD</dgi-lc-int:Xcode_ISO4217.SGD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">223831.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">144224.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US1270971039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CABOT OIL GAS CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">285800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">238847.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US15872M1045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|APERGY CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">150782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US1924461023</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">198830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">132159.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US2267181046</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US23331A1097</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DR. HORTON, INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">125319.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US3156161024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|F5 NETWORKS INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">234876.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US45337C1027</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US5260571048</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US6011371027</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91324P1021</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DK0010272202</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3435350008</iic-com:CodigoISIN>
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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-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC gestionadas.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 4.237,80 euros, lo que supone un 0,03% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 julio Trump impuso aranceles del 50% al cobre, afectando a la UE y Brasil. Negociaciones entre la UE y EE.UU. con acuerdo final para comprar gas americano. En general, la tensi&#243;n arancelaria persisti&#243;. Moci&#243;n de censura fallida contra &#218;rsula von der Leyen. Sigui&#243; la inestabilidad en Oriente Medio, aunque hubo avances en las negociaciones de Doha. El petr&#243;leo (WTI) subi&#243; para cerrar en 69,31 USD. La inflaci&#243;n subi&#243; en todas las regiones, en China muy ligeramente. Los tipos, sin cambios. Subi&#243; la TIR del bono a 10 a&#241;os norteamericano hasta el 4,36% y la del alem&#225;n subi&#243; al 2,67%. La econom&#237;a mundial creci&#243;, EE.UU. sorprendi&#243; al alza.
 En agosto, cumbre en Alaska entre Trump y Putin, y entre la UE y Trump. Siguieron las tensiones en Oriente Medio. El petr&#243;leo (WTI) baj&#243; para cerrar en 64,01 USD. La inflaci&#243;n, sin noticias relevantes. Los tipos, sin cambios. Baj&#243; la TIR del bono a 10 a&#241;os norteamericano hasta el 4,22% y la del alem&#225;n subi&#243; al 2,69%. La econom&#237;a mundial creci&#243;.
 En septiembre, tensiones por violaci&#243;n de Rusia del espacio a&#233;reo de la OTAN. Israel atac&#243; Yemen. Siguieron las tensiones en Oriente Medio. El petr&#243;leo (WTI) baj&#243; para cerrar en 62,37 USD. La inflaci&#243;n, con presiones al alza en Europa y Jap&#243;n. Bajaron los tipos en EE.UU. 25pbs hasta el 4,25%. Baj&#243; la TIR del bono a 10 a&#241;os norteamericano hasta el 4,15% y la del alem&#225;n subi&#243; al 2,69%. La econom&#237;a mundial creci&#243;.
 En octubre, alto el fuego entre Israel y Ham&#225;s, formalizado en Gaza Peace Summit. Contin&#250;a la tensi&#243;n en Ucrania. El petr&#243;leo (WTI) baja para cerrar en 60,95 USD. La inflaci&#243;n, con presiones al alza en EE.UU. y Jap&#243;n. En Europa controlada. Bajan los tipos en EE.UU. 25pbs hasta el 4,00%. Baja la TIR del bono a 10 a&#241;os norteamericano hasta el 4,09% y la del alem&#225;n al 2,62%. La econom&#237;a mundial crece.
 En noviembre, rumores de conversaciones de paz entre Estados Unidos y Rusia por Ucrania. La guerra prosigue. El petr&#243;leo (WTI) baja para cerrar en 58,42 USD. La inflaci&#243;n, con presiones al alza en EE.UU. y Jap&#243;n. En Europa controlada. Incrementan las probabilidades (ahora del 80%) de una nueva bajada de tipos en EE.UU. (pr&#243;xima reuni&#243;n de la Fed 9 y 10 de diciembre). Baja la TIR del bono a 10 a&#241;os norteamericano hasta el 4,02% y la del alem&#225;n sube al 2,67%. La econom&#237;a mundial crece.
 En diciembre, conversaciones de paz entre EE.UU., Rusia y Ucrania. Rusia despliega misiles en Bielorrusia. La guerra contin&#250;a. EE.UU. recrudece la ret&#243;rica belicista contra Venezuela. El petr&#243;leo (WTI), baja hasta situarse en 57,26 USD. La inflaci&#243;n, con presiones al alza en EE.UU. y Jap&#243;n. En Europa controlada. Bajada de tipos en US de 25bps, aunque las actas de la Fed apuntan a vigilar su tendencia posterior para poder seguir baj&#225;ndolos. La TIR del bono a 10 a&#241;os norteamericano sube al 4,18% y la del alem&#225;n sube al 2,83%. La econom&#237;a mundial crece.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Nuestro nivel de inversi&#243;n bruto en renta variable (sin contar con el efecto de las opciones) ha oscilado entre el 99% y el 86% en el per&#237;odo.
 Por sectores, seguimos teniendo un mayor peso en salud (c20%) y en tecnolog&#237;a (c17%). Seguimos estando poco expuestos a financieras ya que solo estamos presentes en una gestora de fondos.
 El fondo est&#225; m&#225;s sesgado a mediana y gran capitalizaci&#243;n y solo un 12% de nuestras participadas son compa&#241;&#237;as de baja capitalizaci&#243;n (&#60; 2.000 millones de EUR).
 Geogr&#225;ficamente Am&#233;rica del Norte pesa c30%, Europa c30%, Asia c22% y Am&#233;rica del Sur c3%.
  
 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 6,61% durante el periodo y en los &#250;ltimos doce meses ha sido del 8,89%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 11,88%. 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 32,59% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 67 participes, lo que supone una variaci&#243;n del 33,33%.   La rentabilidad neta de la IIC durante el periodo ha sido del 11,88%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,74%. 
  
 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 11,88%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 En julio, entramos en la compa&#241;&#237;a francesa Publicis, l&#237;der mundial en el mercado de publicidad. Es una compa&#241;&#237;a casi sin deuda (30% deuda total sobre recursos propios), con una rentabilidad muy alta (medida como RoCE= 300%), con crecimiento y a una rentabilidad por flujo de caja alta (~11%). Se materializ&#243; el canje de las acciones de Champion X por las de Schlumberger (1 Ch x 0,735 Sch). Vendimos la totalidad de la posici&#243;n en Amazon, ya que ya no ofrec&#237;a potencial y su rentabilidad por flujo de caja est&#225; por debajo del bono americano a 10a. Ante el buen comportamiento en los &#250;ltimos meses, vendimos parte de la posici&#243;n en la francesa Technip y en la americana Oshkosh. Compramos m&#225;s Novo Nordisk ante la ca&#237;da que sufri&#243; por reducir sus gu&#237;as, que consideramos exagerada.
 En agosto, ante la ca&#237;da de las acciones de Novo Nordisk a principios de mes por bajada de gu&#237;as, incrementamos su peso en cartera hasta el 1,25%. Tambi&#233;n subimos el peso de Yeti hasta el 1,5% con unos buenos resultados y mala reacci&#243;n del mercado. Vencieron las opciones de compra (Call) que ten&#237;amos vendidas sobre NVIDIA. Ya no tenemos las acciones en cartera.
 En septiembre, entramos en la finlandesa Nokia. Se cambi&#243; al consejero delegado y anunci&#243; una rebaja de estimaciones para el a&#241;o 2025, haciendo caer las acciones un 30%. Aprovechamos la ca&#237;da para comprar un l&#237;der en su sector, con elevada calidad y a precios atractivos. Tambi&#233;n entramos en la americana Strategic Education, gestor universidades afectado por la ret&#243;rica de Trump sobre los estudiantes extranjeros en EE. UU. &#201;stos son minor&#237;a en sus universidades. Aprovechamos la debilidad en las acciones para entrar en esta compa&#241;&#237;a de calidad a precios atractivos. Vendimos Expedia y Grupo M&#233;xico (Cobre), sin potencial de revalorizaci&#243;n. Incrementamos el seguro sobre la cartera (compra de opciones de venta de CITI, FORD, GOLDMAN y UNITED AIRLINES) llegando al 1% del patrimonio invertido en primas. La cobertura, en el caso de una ca&#237;da fuerte de mercado, se elevar&#237;a al 44% de la cartera sin limitar la subida.
 En octubre, entramos en la china Chagee, el ?Starbucks del t&#233;?. Desde su salida a bolsa en abril, las acciones hab&#237;an ca&#237;do un 50%. Es una compa&#241;&#237;a con mucha calidad de balance (sin deuda), con RoCE elevado, con crecimiento de ventas de doble d&#237;gito y con una rentabilidad por flujo de caja muy elevado. Incrementamos el peso en Criteo, en el sector del marketing digital, con buenos fundamentales de calidad y una rentabilidad por flujo de caja elevado. Salimos de nuestra posici&#243;n en Samsung, ya que la subida de las acciones no iba acompa&#241;ada de una subida de las estimaciones en paralelo, dej&#225;ndola cara por flujo de caja. Ya no tenemos exposici&#243;n a ninguna de las 7 magn&#237;ficas. Alphabet estaba neutralizada con la venta de una CALL.
 En noviembre, entramos en la brasile&#241;a Vale do Rio Doce, una de las mayores mineras de hierro del mundo. Es una compa&#241;&#237;a que tiene un balance fuerte (45% deuda total &#47; recursos propios), un RoCE del 36% y crecimiento en ventas. Genera mucha caja y su rentabilidad por flujo de caja es del 11% en media para los pr&#243;ximos 5 a&#241;os con las estimaciones actuales. Consideramos que es una empresa de calidad a precios atractivos. Incrementamos posiciones en varias empresas ya en cartera, destacando la maderera canadiense West Fraser Timber Co. Ltd. Por &#250;ltimo, en este mes nos vencieron la opci&#243;n de venta sobre UBS y segu&#237;amos teniendo Alphabet con efecto neutralizado por la venta de una CALL equivalente al n&#250;mero de acciones que tenemos en cartera.
 En diciembre, entramos en la israelita NICE, una de las mayores compa&#241;&#237;as del mundo en desarrollo de software en atenci&#243;n al cliente, apoyado en la IA para poder personalizar la soluci&#243;n. Su software interacciona con clientes en numerosos canales (tel&#233;fono, chats, redes?). Adem&#225;s, ofrece herramientas para la prevenci&#243;n del fraude y cumplimiento normativo. Es una compa&#241;&#237;a que tiene un balance fuerte (0% deuda total &#47; recursos propios), un RoCE del 55% y crecimiento en ventas cercano al doble d&#237;gito. Genera mucha caja y su rentabilidad por flujo de caja es del 11% en media para los pr&#243;ximos 5 a&#241;os con las estimaciones actuales. Consideramos que es una empresa de calidad a precios atractivos. Por &#250;ltimo, en este mes nos vencieron las opciones de compra que ten&#237;amos vendidas sobre Alphabet y entregamos las acciones. En estos momentos, las altas valoraciones a las que cotizan nos hacen no tener ninguna de las 7 Magn&#237;ficas.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Opciones sobre acciones que han proporcionado un resultado global de -89.106,05 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 1,49%.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,1%.
  
  
 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 8,22%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 12,01%. 
 La beta de GVC Gaesco Crossover MS Quality RVI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,51.
 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 0,05 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.
 2026 podr&#237;a ser un a&#241;o razonable de bolsa, si las incertidumbres geopol&#237;ticas no van a m&#225;s. No obstante, seguimos pensando que las valoraciones, sobre todo en EE. UU., est&#225;n muy exigentes y nos hace ser prudentes. Hay cierta resistencia de la inflaci&#243;n a bajar, sobre todo en EE. UU. As&#237;, seguimos pensando que los tipos no van a bajar tan r&#225;pido como puede estar esperando el mercado.
 Nuestra estrategia es defensiva en su naturaleza, por invertir en calidad y por nuestra cobertura con opciones. 
 Pensamos que nuestra estructura de cartera afronta las incertidumbres con un mejor perfil que el mercado, buscando la asimetr&#237;a de resultados, minimizando p&#233;rdidas y maximizando posibles beneficios.
 Tenemos muy en cuenta la preservaci&#243;n del capital.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">Con la denominaci&#243;n de inflation pill, o p&#237;ldora (medicamento) contra la inflaci&#243;n, se pretende invertir en activos financieros que han experimentado un mejor comportamiento en per&#237;odos inflacionarios ( subida generalizada y sostenida de los precios de los bienes y servicios), combinando para ello distintas estrategias que protejan contra la inflaci&#243;n y la subida de tipos de inter&#233;s, tales como: i) inversi&#243;n en RV c&#237;clica; ii) venta de futuros de Bonos Norteamericanos y Alem&#225;mn, iii) estrategias con divisas y iv) la inversi&#243;n hasta un 10% den el Fondo GVC Gaesco Value Minus Growth Market Neutral FI. La exposici&#243;n a RV ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de RV emitidos mayoritariamente de pa&#237;ses de OCDE. Las empresas pueden ser de baja (puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concenctraci&#243;n sectorial. La exposici&#243;n a la RF ser&#225; como m&#237;nimo del 25% y hasta el 70% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB- siendo la duraci&#243;n media de la cartera inferior a 2 a&#241;os. La inversi&#243;n en IIC ser&#225; inferior al 25% incluidas las del grupo. La gesti&#243;n toma como referencia la  rentabilidad del &#237;ndice El MSCI World Value Net Total Return Index para la parte de inversi&#243;n de Renta Variable y el EURIBOR a 12 meses para la inversi&#243;n enrenta fija. Estos &#237;ndices se utilizan en t&#233;rminos meramente comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98814.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">206510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">96985.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02507041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-07-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">74712.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49511.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02509054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-09-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">74454.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02508080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-08-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">74567.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02510102</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-10-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49427.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02511076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-11-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49349.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02512058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2025-12-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">49277.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02603063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,850|2026-03-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">99171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02607106</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-07-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98451.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02605084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-05-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98809.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-06-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0L02604103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-04-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">98980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">15.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">518282.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">16.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">700579.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">21.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">518282.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">16.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">700579.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">21.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">518282.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">16.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">26247.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">21083.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">35550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">65847.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">56633.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">65847.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">56633.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0164838015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Participaciones|GVC GAESCO VALUE MINUS GROWTH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">266660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">272097.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">266660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">272097.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">8.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1033086.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">32.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">847012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">27.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CAJ09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,125|2025-08-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">168587.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">168587.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">168587.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0128537240</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Letras|FRENCH DISCOUNT T BI|2,035|2025-09-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">298310.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">298310.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">466897.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">14.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0974293251</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">19677.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">19271.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">44330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">40960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">76320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR001400AJ45</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JE00BN574F90</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3633400001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3802400006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">LU1598757687</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US09857L1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US91912E1055</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">28852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">NL0015001KT6</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">28245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">JP3734800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">69588.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">99735.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">DE000SAFH001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">30780.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0010340141</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">77980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">74480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">HK0000069689</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">161803.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">5.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">141484.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US2441991054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|DEERE &#38; COMPANY</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">39620.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">43169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US43300A2033</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">36667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">33917.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IE00BD1RP616</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">66468.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">IT0000072618</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">48915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">1571899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">48.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1343602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">42.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">48.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">1343602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">42.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasIIC>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">228925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.31</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">8.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">228925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">7.31</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">65.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2039424.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">65.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3129008.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">97.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">2886436.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">92.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 3.064.710,56 euros que supone el 95,23% 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 102,26 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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.
  
 Durante el semestre hemos mantenido una exposici&#243;n medio&#47;baja a la renta variable. Hemos renovado las posiciones cortas en futuros del Bund y del T-Bond, as&#237; como las emisiones gubernamentales de corto plazo.
  
 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 4,4% durante el periodo y en los &#250;ltimos doce meses ha sido del 6,23%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 5,33%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 2,12%.
  
  
 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 2,71% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 5,33%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,95%. GVC Gaesco Crossover Inflation Pill RVMI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,06% del patrimonio medio de la IIC.
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un 5,33%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Durante el periodo se han comprado los siguientes activos: BONOS ESTADO ESPA&#209;OL 1,45% 31&#47;10&#47;27, BONOS ESTADO ESPA&#209;OL 5,15% 31&#47;10&#47;28, FUTURO CBOT - US 10YR NOTE  (29&#47;08&#47;2025), FUTURO EUX - EURO-BUND  (08&#47;09&#47;2025), LETRAS TESORO 0% 10&#47;4&#47;26,LETRAS TESORO 0% 10&#47;7&#47;26,LETRAS TESORO 0% 5&#47;6&#47;26,LETRAS TESORO 0% 6&#47;3&#47;26, BNP PARIBAS, JC DECAUX,  entre otros. Tambi&#233;n se han vendido los activos siguientes: FRENCH DISCOUNT T-BILL 0% 10&#47;9&#47;25, FUTURO CBOT - US 10YR NOTE  (28&#47;11&#47;2025), FUTURO EUX - EURO-BUND  (08&#47;12&#47;2025), LETRAS TESORO 0% 08&#47;08&#47;25, LETRAS TESORO 0% 4&#47;7&#47;25,LETRAS TESORO 0% 5&#47;9&#47;25,RYANAIR HOLDING,US TREASURY N&#47;B 0,25% 31&#47;8&#47;25, entre otros.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre US 10Y Note, Futuros sobre Euro-Bund que han proporcionado un resultado global de 3093,28 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 19,78%.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,53%.
  
  
 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 6,09%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,67%. 
 La beta de GVC Gaesco Crossover Inflation Pill RVMI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,83.
 GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen invertido. En condiciones normales se tardar&#237;a 0,95 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 con unas tasas de inversi&#243;n en renta variable medias, con un claro sesgo value. Mantendremos las posiciones vendidas en futuros de bonos a 10 a&#241;os.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-com:DenominacionCompartimento contextRef="FIM_S22025_V-10920056_ia">GVC GAESCO CROSS GLOBAL TOP DO</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S22025_V-10920056_ia">2024-07-12</iic-com:FechaRegistroCompartimiento>
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<iic-com:PoliticaInversion contextRef="FIM_S22025_V-10920056_ia">Obtener una rentabilidad a medio plazo utilizando una combinaci&#243;n del an&#225;lisisBottom-Up( de abajo a arriba), siendo preferente el an&#225;lisis Top-Down con la finalidad de determinar las siguientes variables:i) el porcentaje de renta variable a invertir y ii) los tres sectores m&#225;s id&#243;neos para invertir en cada momento y, con el an&#225;lisis Bottom-Up, seleccionar las empresas en las que invertir. La exposici&#243;n a renta variable ser&#225; entre 0% a 100% en valores emitidos mayoritariamente por empresas de pa&#237;ses OCDE. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til, pertenecientes a 3 sectores de actividad sin predeterminaci&#243;n anticipada, resultantes de la aplicaci&#243;n del an&#225;lisis TopDown. La exposici&#243;n a la renta fi ja ser&#225; entre 0%-100% de emisores p&#250;blicos o privados mayoritariamente de pa&#237;ses OCDE, sin calidad crediticia determinada, siendo la duraci&#243;n media de la Rf inferior a 5 a&#241;os. No habr&#225; inversi&#243;n en pa&#237;ses emergentes y la exposici&#243;n al riesgo divisa podr&#225; alcanzar el 100%. Se podr&#225; invertir en dep&#243;sitos en entidades de cr&#233;dito a la vista y en instrumentos del mercado monetario no negociados en mercados organizados hasta un 20%. Se podr&#225; invertir hasta un 10% en IIC, incluidas las del grupo, con la misma vocaci&#243;n inversora que la del compartimento.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S22025_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S22025_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
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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-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012N43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">205000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">35.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">400000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">66.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">205000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">35.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">400000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">66.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">16550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0130960018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ENAGAS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">13623.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105517025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ENERGIA INNOVACION Y DESARROLL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">8517.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">24480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">15562.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0125140A14</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ERCROS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">35963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">6.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">31185.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">5.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">126805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">22.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">55665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">126805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">22.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">55665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">9.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">331805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">58.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">455665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">75.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">AT0000A2HLC4</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25645.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25645.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25645.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">25645.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">14890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US01609W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ALIBABA GROUP HOLDING-SP ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">18087.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US47215P1066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|JD.COM INC-ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">11235.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US7223041028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PINDUODUO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">6272.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5775.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">BE0974258874</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BEKAERT NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S22025_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">14213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US50202M1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LI AUTO INC-ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">7924.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00B1XH2C03</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|FERREXPO PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S22025_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">23356.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">4.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">14901.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">HK0992009065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|LENOVO GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S22025_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">15204.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US1058613068</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|ATLAS LITHIUM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">3600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">3209.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">US70450Y1038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|PAYPAL HOLDINGS INC-W&#47;I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">4322.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">5489.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">CA06849F1080</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S22025_V-10920056_ia">Acciones|BARRICK GOLD CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S22025_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="euro">7777.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S22025_V-10920056_ipp" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S22025_V-10920056_ia">GB00BVGBY890</iic-com:CodigoISIN>
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</iic-com:ContenidoFicheroAdjunto>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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S22025_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S22025_V-10920056_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 fondo s 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;g ina web como en el bolet&#237;n oficial de cotizaci&#243;n, por lo que dicha modifica ci&#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-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S22025_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 267.981,16 euros que supone el 46,95% 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 1.145,22 euros, lo que supone un 0,19% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia. 
Anexo: Durante el periodo se han efectuado operaciones de pacto de recompra con la  Entidad Depositaria por importe de medio 0,2122 millones de euros en conce pto de compra, el 35,76% del patrimonio medio, y por importe medio de 0,210  millones de euros en concepto de venta, que supone un 35,4% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S22025_V-10920056_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 los PMI&#180;s Americanos, los datos de PMI manufacturero, contin&#250;an d&#233;biles, indicando contracci&#243;n, pero compensados por los PMI&#180;s Servicios. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflaci&#243;n en el 2,1%, que baja al 1,9% en el 2026 y 1,8% en el 2027.  A pesar de estar Alemania floja, tanto el crecimiento del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores pa&#237;ses de Europa, estos son, Alemania, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera que Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esperado a finales del primer semestre.
 Francia contin&#250;a penalizada por su inestabilidad pol&#237;tica, siendo el &#237;ndice el que menor revalorizaci&#243;n lleva de la Eurozona.
 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%. 
 Los comentarios de Lagarde, de su ultima reuni&#243;n del ECB, indica que los miembros se muestran vigilantes con los datos econ&#243;micos y que ven resiliencia econ&#243;mica en la Eurozona, mostr&#225;ndose bastante c&#243;modos con los tipos actuales.
 La curva de tipos americana, contin&#250;a invertida hasta el 2 a&#241;os, siti&#225;ndose a finales del semestre en niveles del 3,47%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,54 a 0,64 ptos. 
 Las rentabilidades caen durante el semestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 a&#241;os se sit&#250;a a final de semestre en el 3,47% y el 10 a&#241;os en el 4,17%.
 Los tipos en Europa han subido moderadamente este semestre en todos los plazos. El 2Yr ha pasado del 1,85% al 2,12% y el 10Yr ha pasado del 2,60 al 2,85. 
 La curva Espa&#241;ola, en cambio esta mucha m&#225;s empinada que la europea. Situ&#225;ndose el 2yr en el 2,26% y el 10yr en el 3,28%.
 Las primas de riesgo de los pa&#237;ses perif&#233;ricos, se han reducido, pasando la prima espa&#241;ola de 64 pb a 38 pb, y la italiana de 90 pb a 66pb. La prima francesa debido a su situaci&#243;n pol&#237;tica,  subi&#243; de 70pb a 80 pb en el 3Q y ha vuelto a bajar en el 4Q, situ&#225;ndose en 67 pb.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del semestre, el fondo ha incrementado el peso en renta variable extranjera de un 6,5% a un 29,27%% del patrimonio, siendo Alibaba, Ferrexpo y Zegona, los valores que m&#225;s pesan en la cartera con un 3,16%, 4,09% y un 8,4% respectivamente. Por la parte de Espa&#241;a, en el semestre se ha incrementado el peso, pasando de un 9,74% a un 22,21%, siendo Ercros y Clerhp los valores que m&#225;s pesan en la cartera con un 6,3% y 4,10% respectivamente. La liquidez permanece invertida en deuda p&#250;blica a corto plazo por un 35,91%. Mantiene una posici&#243;n por el 4,2o% del patrimonio en el Bono Austriaco 0,85% vencimiento 2120.
  
 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 9% durante el periodo y en los &#250;ltimos doce meses ha sido del 10,16%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 1,02%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,63%.
  
  
 d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC.
  
 Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n negativa del -5,14% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -2 participes, lo que supone una variaci&#243;n del -9,52%.   La rentabilidad neta de la IIC durante el periodo ha sido del 1,02%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,33%. 
  
 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 1,02%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)       Inversiones concretas realizadas durante el periodo.
 Las operaciones realizadas a lo largo del semestre han sido las compras de Alibaba, Sanofi, Li auto, Lenovo, Clerhp,Jd.com, Zegona, Telef&#243;nioca, Bekaert entre otros. Por el lado de las ventas, se decio vender Barrick Mining. Se decidi&#243; cerrar la posici&#243;n corta del Mini Nasdaq, y se cambi&#243; por un put spread del Nasdaq 23.000-18000 con vencimiento diciembre 25.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones, opciones sobre acciones, Futuros sobre Nasdaq que han proporcionado un resultado global de -22892,92 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 17,17%.
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 0,21 millones de euros, que supone un 40,34% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,38%.
  
  
 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 9,11%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 4,13%. 
 La beta de GVC Gaesco Crossover Global Top Down 3 Sectors, FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,03.
 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 0,09 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.
 Los sectores en los que invirtamos tanto de RF como de RV, tendr&#225; que estar acorde a las circunstancias de mercado y adaptarse a las grandes incertidumbres geopol&#237;ticas-econ&#243;micas que tendremos que afrontar en el  2026.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S22025_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionPoliticaRemuneracion contextRef="FIM_S22025_V-10920056_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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<iic-ges:ComparativaVocacionGarantiaParcialRentabilidad decimals="0" contextRef="FIM_S22025_V-10920056_da" unitRef="pure">0.00</iic-ges:ComparativaVocacionGarantiaParcialRentabilidad>
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