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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">2.35</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">16.91</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_da">2025-08-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">2.06</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32025_V-62074653_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">26.63</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">19.82</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">12.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">16.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">16.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">16.81</iic-com-fon:VolatilidadVaRHistorica>
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8stWfPnh5DmM3f42GZ7Ke1+9ylvrjPHbnbXu4tT5/eamsLHVp+Omuphs7OTtk+9XtLoJ+0tD6+dachdJDpFE5/thdA7jTWV2Pw4MHvvPOOfp4HgO0FuQONFYDtBbkDjRWA7QW501gBgO0FudNYAdheALkPaGMFAD6QjdwBAMBK/h+laOMK/avdeAAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
</iic-com:RentabilidadUltimosAnnos>
<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_T32025_V-62074653_da">true</iic-com:ModificadaPoliticaInversion>
<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_T32025_V-62074653_da">La Pol&#237;tica de Inversi&#243;n de la IIC ha sido cambiada el 14 de Octubre de 2022</iic-com:ModificacionPoliticaInversionTexto>
</iic-com:ModificacionPoliticaInversion>
</iic-fim:DatosClaseFIM>
<iic-fim:DatosClaseFIM>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">2</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_T32025_V-62074653_ia">CLASE I</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">13952.15</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">13952.15</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">5</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">5</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com-fon:BeneficioBrutoParticipacion decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1812241</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ipy" unitRef="euro">1483860</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ipy2" unitRef="euro">3122076</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ipy3" unitRef="euro">3848678</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">129.8898</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy" unitRef="euro">111.9086</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy2" unitRef="euro">94.2950</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy3" unitRef="euro">81.6977</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.19</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.55</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.19</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.55</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32025_V-62074653_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32025_V-62074653_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">16.07</iic-com:RentabilidadIIC>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">2.73</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">18.68</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">15.42</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">-6.40</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_da">2025-08-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">2.07</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32025_V-62074653_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">18.18</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">10.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">26.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">13.53</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">10.17</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">10.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">18.29</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32025_V-62074653_da">DOW JONES GLOBAL TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">19.82</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">28.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">17.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">13.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">11.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">11.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">12.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">12.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">15.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">15.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">17.64</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.63</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">0.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">0.22</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">1.06</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">1.06</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpy5" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T32025_V-62074653_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ModificacionPoliticaInversion>
<iic-com:ModificadaPoliticaInversion contextRef="FIM_T32025_V-62074653_da">true</iic-com:ModificadaPoliticaInversion>
<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_T32025_V-62074653_da">La Pol&#237;tica de Inversi&#243;n de la IIC ha sido cambiada el 14 de Octubre de 2022</iic-com:ModificacionPoliticaInversionTexto>
</iic-com:ModificacionPoliticaInversion>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">3</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_T32025_V-62074653_ia">CLASE P</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">9629.65</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">10327.57</iic-com-fon:NumeroParticipaciones>
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<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3</iic-com-fon:NumeroParticipes>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ipy" unitRef="euro">1122209</iic-com:Patrimonio>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_T32025_V-62074653_ipy3" unitRef="euro">1247297</iic-com:Patrimonio>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy" unitRef="euro">108.6615</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy2" unitRef="euro">92.1097</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T32025_V-62074653_ipy3" unitRef="euro">80.2844</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.34</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">1.01</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.34</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">1.01</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T32025_V-62074653_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.05</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T32025_V-62074653_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">17.97</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">-2.15</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">-6.40</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_da">2025-08-01</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">2.07</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">4.09</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_da">2025-07-23</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T32025_V-62074653_dpy">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T32025_V-62074653_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">18.18</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">10.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">26.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">13.54</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">10.17</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">10.97</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.07</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">18.29</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">16.94</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">0.09</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T32025_V-62074653_da">DOW JONES GLOBAL TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">19.82</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">9.98</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">28.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">17.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">13.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">14.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">13.11</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_daa" unitRef="pure">11.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_da" unitRef="pure">11.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">12.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq2" unitRef="pure">12.18</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">15.72</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy" unitRef="pure">15.72</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T32025_V-62074653_dpy2" unitRef="pure">17.69</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpp" unitRef="pure">0.35</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpq3" unitRef="pure">0.37</iic-com:RatioTotalGastos>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T32025_V-62074653_dpy3" unitRef="pure">1.51</iic-com:RatioTotalGastos>
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<iic-com:ModificacionPoliticaInversionTexto contextRef="FIM_T32025_V-62074653_da">La Pol&#237;tica de Inversi&#243;n de la IIC ha sido cambiada el 14 de Octubre de 2022</iic-com:ModificacionPoliticaInversionTexto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">659700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">802440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">659700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">802440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">659700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">802440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1016000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">232960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">CH0012032048</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|ROCHE HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T32025_V-62074653_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">208494.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">207495.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T32025_V-62074653_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1243550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1243619.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">5.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">DE0005140008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|DEUTSCHE BK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">629250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">97812.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">99108.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">305400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">170500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">243840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">250020.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">FR0000121014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|LVMH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1145100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">889200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">FR0000125007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|COMPAGNIE DE SAINT-GOBAIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">247482.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">269028.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">154660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">152640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|STANDARD LIFE ABERDEEN PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_T32025_V-62074653_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1208865.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1166096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">GB00BP6MXD84</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|ROYAL DUTCH SHELL PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T32025_V-62074653_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">303348.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">297868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">IE00BTN1Y115</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T32025_V-62074653_ia">Acciones|MEDTRONIC PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T32025_V-62074653_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1110069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">JP3633400001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">221603.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">JP3802400006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_T32025_V-62074653_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="euro">1224686.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1167422.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">LU1598757687</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">241830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">NL0010273215</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">338800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">2148571.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">US01609W1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">818393.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">3.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">US09857L1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">294893.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">US8816242098</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">996010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.19</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">US91912E1055</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">989219.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.16</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">US92826C8394</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">JP3734800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">997346.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">BMG491BT1088</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">803294.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">DE0005552004</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.10</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1097880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.62</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T32025_V-62074653_ia">GB00BH4HKS39</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ia" unitRef="pure">4.60</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="euro">1094782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T32025_V-62074653_ipp" unitRef="pure">4.60</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-62074653_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-62074653_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T32025_V-62074653_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:NombreFicheroAdjunto contextRef="FIM_T32025_V-62074653_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_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_T32025_V-62074653_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_T32025_V-62074653_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_T32025_V-62074653_da">true</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_T32025_V-62074653_da">Se ha modificado el lugar de publicaci&#243;n del valor liquidativo de los fondo dos de inversi&#243;n del Boletin oficial de la Bolsa de Valores de Barcelona, p or la p&#225;gina web de la sociedad gestora. Dicha sustituci&#243;n viene motivada p orla discontinuidad del servicio de publicaci&#243;n por parte de BME; si bien l a 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 ofcial de cotizaci&#243;n, por lo que dicha modificac i&#243;n no ha afectado el derecho de informaci&#243;n a los part&#237;cipes de las IIC ge stionadas. La sociedad gestora ha adoptado la opci&#243;n de forma voluntaria de continuar remitiendo a los part&#237;cipes la informaci&#243;n con periodicidad trimestral como se ha venido realizando hasta la fecha.</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_T32025_V-62074653_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_T32025_V-62074653_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_T32025_V-62074653_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_T32025_V-62074653_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_T32025_V-62074653_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_T32025_V-62074653_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_T32025_V-62074653_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T32025_V-62074653_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 652,13 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_T32025_V-62074653_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados. Los mercados de renta variable despideron un nuevo semestre con rentabilida des positivas a pesar de un contexto de mercado con momentos de tensionamie nto tanto por la pol&#237;tica comercial estadounidense como de los conflictos g eoestrat&#233;gicos. En Europa las plazas espa&#241;ola y alemana lideraron las alzas , en EEUU recuperaron niveles para cerrar junio en zona de m&#225;ximos hist&#243;ric os y los mercados emergentes registraron su mejor primer semestre desde 201 7. Tanto el &#237;ndice de volatilidad VIX como el precio del barril de crudo re gistraron puntas de tensi&#243;n durante el periodo, aunque volvieron de nuevo a  niveles previos ante la expectativa de un escenario mejor de lo esperado a  nivel de impacto econ&#243;mico. Respecto los Bancos Centrales, el BCE continu&#243;  con su pol&#237;tica monetaria expansiva apoyado en gran medida por las continu as revisiones a la baja de la inflaci&#243;n, aunque ya avis&#243; Christine Lagarde que podr&#237;an estar llegando al final del actual ciclo de bajadas. Contrariam ente, la Reserva Federal ha mostrado un tono m&#225;s conservador a pesar de la desaceleraci&#243;n de la inflaci&#243;n, a la espera de calibrar los impactos que po dr&#237;an tener en su econom&#237;a la nueva pol&#237;tica comercial de la Administraci&#243;n  Trump. Respecto la curva de tipos de m&#225;s largo plazo, continuan en niveles  bajos respecto su media hist&#243;rica, con el Bund alem&#225;n en el 2,61% y el Tre asury a 10 a&#241;os en el 4,23%. En el mercado de divisas, s&#237; que se evidencia un cambio relevante con la debilidad del d&#243;lar, ya que su cruce con el euro  se apreciaba casi un 14% en lo que llevamos de ejercicio para cerrar el se mestre a 1,176 d&#243;lares por euro. b) Decisiones generales de inversi&#243;n adoptadas. Hemos mantenido un nivel elevado de inversi&#243;n, cercano al 100%, a lo largo del semestre, y hemos aprovechado la bajada de principios de abril, para to mar posiciones largas en derivados en &#237;ndices burs&#225;tiles, que cerramos apro ximadamente al cabo de un mes con beneficio, dada la r&#225;pida recuperaci&#243;n qu e tuvo el mercado. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 18,96% durante el periodo y en los &#250;ltimos doce meses ha sido del 11,9% . Un tracking error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del 5,99%. En el mismo  periodo el &#237;ndice de referencia ha obtenido una rentabilidad de -7,52%. d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n posi tiva del 4,94% y el n&#250;mero de participes ha registrado una variaci&#243;n positi va de 33 participes, lo que supone una variaci&#243;n del 3,47%.   La rentabilid ad neta de la IIC durante el periodo ha sido del 5,99%, con un impacto tota l de los gastos soportados en el mismo per&#237;odo del 1,2%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 5,99%, a su ve z durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco  Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el period o del  2,76%. En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimi ento medio de los fondos agruapados en funcion de su vocaci&#243;n gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre hemos adquirido acciones de empresa como AIA Group, She ll Plc, Vale, Vodafone o Deere &#38;amp; Co entre otras, a la vez que hemos reducid o posiciones en empresas como Carnival, Deutsche Bank, Roche, Telefonica, e ntre otras. Adicionalmente, hemos abierto y cerrado posiciones de futuros d e Eurostoxx-50. b) Operativa de pr&#233;stamo de valores.    La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos de rivados, con finalidad de inversi&#243;n, en: Futuros sobre Eurostoxx que han pr oporcionado un resultado global de 287100 euros. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 2,3%. d) Otra informaci&#243;n sobre inversiones.  En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC no posee ninguno. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N&#47;A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 7,41%. En el mismo perio do el &#237;ndice de referencia ha registrado una volatilidad del 21,96000000000 0001%. GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen i nvertido. En condiciones normales se tardar&#237;a 1,30 d&#237;as en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y  voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. En concreto durante el a&#241;o se ha votado en las Juntas de:  BBVA, TELEFONICA . , en todas ellas el sentido del voto ha sido a favor de todas las propues tas del orden del d&#237;a. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. No detectamos ning&#250;n cambio a corto plazo de la actual coyuntura, por lo cu al es previsible que continuemos invertidos en un porcentaje muy elevado de  la cartera durante los pr&#243;ximos trimestres.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T32025_V-62074653_da">NO APLICA</iic-com:AdvertenciasCNMV>
</iic-fim:DatosFondoCompartimentoFIM>
</iic-fim:InformeFIM>
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