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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-60180791_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">15.3563</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">15.3266</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-60180791_ipy2" unitRef="euro">14.6888</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_T12026_V-60180791_ipy3" unitRef="euro">13.8862</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.25</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.25</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_T12026_V-60180791_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.02</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_T12026_V-60180791_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">1.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">0.92</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">1.55</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">4.34</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">-0.59</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">-0.59</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-60180791_da">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_T12026_V-60180791_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">0.37</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-60180791_da">2026-03-10</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_T12026_V-60180791_dpy">2026-03-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_T12026_V-60180791_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">1.86</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">1.87</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">4.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">2.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">23.89</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">0.17</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_T12026_V-60180791_da">BENCHMARK IM 93 RENTA</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">4.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">4.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">3.23</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">2.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">6.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">4.20</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">1.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">1.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">1.84</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">1.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">1.96</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">1.84</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_daa" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_da" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpp" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpq2" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpq3" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpy" unitRef="pure">0.99</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_T12026_V-60180791_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_T12026_V-60180791_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-60180791_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_T12026_V-60180791_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">5888640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">9.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">5928840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">9.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">9066150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">14.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">9159720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">14.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02603063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,005|2026-03-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1486446.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02607106</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,050|2026-07-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1475217.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1476016.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02605084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,020|2026-05-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1481002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1481232.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02608070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|1,957|2026-08-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">983327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">984167.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02609045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|1,960|2026-09-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">981466.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">982601.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,010|2026-06-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1478487.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1479067.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02610092</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|1,991|2026-10-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">978681.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">980488.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|1,998|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1961326.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1965903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02612049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,051|2026-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1956732.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1962700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0L02604103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO ESPA&#209;OL|2,025|2026-04-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1483291.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">2.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1483815.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">12779529.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">19.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">14282435.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">22.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">XS2979643991</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Bonos|INMOBILIARIA COLONIA|3,250|2030-01-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">590520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">600750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">590520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">600750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">22436199.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">35.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">24042905.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">37.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">22436199.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">35.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">24042905.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">37.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">182520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">187200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0105621009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|PROFITHOL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">2305.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">265650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">244510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0105702007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|INDEXA CAPITAL GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">533760.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">984235.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">432510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">984235.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">432510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0164838015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Participaciones|GVC GAESCO VALUE MINUS GROWTH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">551455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">528147.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">968594.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">955729.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1520049.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">2.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1483876.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasDepositos>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia"></iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Deposito|BANCO CAMINOS|2,200|2026 05 13</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">3416627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">5.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">3416627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">5.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositos>
<iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">3416627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">5.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">3416627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">5.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDepositosTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">28357110.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">44.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">29375918.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">46.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">2942880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">4.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">2951550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">4.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">FR0013286192</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Obligaciones|FRANCE|0,750|2028-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">2871450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">4.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">2889180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">5814330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">9.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">5840730.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">9.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-60180791_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1696996.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-60180791_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1690281.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">3387277.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">5.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">5814330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">9.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">9228007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">14.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">US912797QX89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Letras|ESTADO USA|3,600|2026-06-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-60180791_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">2531971.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">3.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">2492073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFNoCotizada>
<iic-com:InversionesFinancierasRFNoCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">2531971.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">3.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">2492073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">3.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">8346301.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">13.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">11720080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">18.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">BE0974293251</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">597200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">549000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">CH0023405456</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_T12026_V-60180791_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">1022302.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">1012533.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">FR0000077919</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">831600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">696600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">IE00BYTBXV33</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|RYANAIR HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">358050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">443250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">194700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">198300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">US8816242098</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|TEVA PHARMACEUTICAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_T12026_V-60180791_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">521198.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">531189.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">BE0003789063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|DECEUNINCK NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">174650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">198188.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">BE0974258874</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|BEKAERT NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">240000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">227400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_T12026_V-60180791_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_T12026_V-60180791_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="euro">81150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ia" unitRef="pure">0.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="euro">79500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_T12026_V-60180791_ipy" unitRef="pure">0.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:CodigoISIN contextRef="FIM_T12026_V-60180791_ia">BE0003874915</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_T12026_V-60180791_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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t+S0omZSxkuQwHmNGz5ORk23URqv9HnDZuUXvcQvEMfebMGfGUP3v2bKUmEERqqOaCluvUqFGjqKhI+lh88PTTTyt9ybfffmv9xNGjR2fMmOHl5SVdYmNjc/z4cU3fQnWtTHp6+vTp01944YXnnnvO2dk5NTVV6fqiQgYPHiyX9O7du/v16yd97OTktGfPHsVwEbfWpk0b6ecjfwtNXwJSBv8v8/admvVftcCUETNwqLv+z29AyhhkuUxkZCQbuz5lZWX13rhZzX6yTVu1vNiXkpKiugclJyfn008/7dWrl5Zvp3SdMvfKyBISEkQDiXtrb28f+0SnTp103ysjy8jImDNnzjvvvKP9+gMHDpTPp7Fjxw55N5J8fV9f37lz5ypeoulLQMrg/332RYxldow0nboNPHUmnpQx++UyPj4+mt6cgmqyeNt2pf8dNTdtD9z9pZYvuXnzZosWLdSWiuJyE001I1+nzLUyMicnp9DQ0Ecqq2fKmzLCvXv35Dug9vrp6ek1a9ZU3LUjPpXedSVf/8GDB+3atbt+/bq8n0bTl4CUwf8bNX6mJaeMdH6Dbw4dJWVYLoOqlZKaOj1ys7zyt25E1NzNW0RwKF1tyJAhZ86cycvLu3z5sgiLmTNnSpcPHz48Pj4+Pz//xo0bXl5eqjswtFxnw4YN2t/BJImOju7QoYO0l0hx9YzuKdO3b9+4uLjs7OzMzMwFCxY4Ojpquf7q1atdXV0VL5kyZYq0OEbx+jt27HB2dpYu0fIlIGXw/xo272bhKSOd3yBy6xekjFmOYxDLZQxGBErE/phPPv9iyc5d2/91SO2OsZiYmDfeeKNu3bpt27ZduHCh6BLFy+vUqWNjYzNt2rSsrCzVStB0ndLS0nnz5jV8Yv78+arHlRHEnbGzs5PfqK+4ekZtyqhdKyO+SjqwTdOmTUeOHJmSkqIlZV577bXvvvtO8RLxaefOnZWuL+5t9+7dpUu0fAlIGfxvd+4faXSMPAs/XaWH8xuQMoY6SzbLZczkGeIpniNAykBB7MHjFIzijHXxqu7zG5Ayep6am7ZLJ2NiuQwAUsYMBQRGkC9K82avEf85f5GUMadxZbkMAFLGXLHmV+3YtHU8/v2PpIzZTO+gtVLKyCfcAQBSxkx0/NsgwkXTQuBdX+4nZcxsuQxnyQZAypiV/PwCkkX7BAZvJGXMabmMr68vJ2MCQMqYjzP/uUSslDnTvRZW7UJgUsawy2WSk5PZ9gGQMmYifNMXlIou03/g5Co8vwEpY5BxWh0spYzSUToAgJQxYV7/8CFTdJy2r/b56eezpIzpzltrQlkuA4CUMTeWeULsypzf4MA3caSMiU7HkA1SyrBcRp9KSkpO/vhz+ObPI7buPHf+Ynm//Pz58/37969Xr17btm3lUyr+5dlC3RF4Hz05YO7HH3/8/BMLFixQPdrv0aNHbWxsrK2t5Te1HT582M7OTtORhzQd7TctLW3ixIktWrSwsrJ69913v/32W7VXVrxv4ru0a9dO9cZr1qzZqlWrMWPGnDt3TvFPY2NjO3ToUKtWLfFf8bF8udpvrXq3NV0iPnjzzTc1/ZEe7pimW9byo1Oi9icZERGheMnBgweV/jqqtyx/2rhx40GDBiUmJqr+9L755pvOnTvXrl27Y8eOu3fv1n43SBm94pQFFXhb07qN20kZU5zW6/57imyWy+hNXl6eT0DoC3+b8JTNMDGvOrqtDtmke0f+9ttvojZEwdy5cyclJWX8+PG6PFVLwsPDtZ+DSXr23b9/v3TGJXGv7O3txaca/4Wt4Rv169fvo48+Sk9Pz8nJiYuL69u3r/av+uGHH9o/8eOPPypdraio6OrVq35+fg0bNjx79qwcc02bNo2JiRG3f+DAAfHxhQsXdPnWuqTMe++9t2vXLu0pU613TO0t63g0Z00/yW7duj18+FC+pE+fPqp/L00/k9u3by9evNjBwUHpcvGXbdas2ddffy3+RpcuXRLtpf1ukDL6k3z9D9KkYjN/UUBlzm9AyhhkGoZvlVPm5MmT/AbQgzVhkbVeGiF1jDRW7Udv++xLHb9ctEtYWFgZ+/A1PDmVeWZspfNgh4SEODk5VeAb1atXLzc3V/ev8vT09Pf3F0/e06ZN03Q1cYWhQ4dKH4tnzXXr1sl/JH4gY8eO1eVb65Iy4lm5Xbt28o4oTSmjhzumeMs6poymn6SoqB07dsj7jaZPn657yjx6cnrzOnXqKF0+evToDRs26H43SBn9iY45QpRUeEaO+zDh199IGROaGpHb5ZQ5dOgQvwH0sEtm2MSPFTtGGs/ZPjreQvPmzQMCAlq2bNmoUaNJkyZlZ2erfRJq0qRJ3bp1O3bsuHbtWvmf41ZWVpmZmdLHt27dEv/oV/pCxfNgZ2VliX9zJyQkVCBlHB0dZ86cefXqVV2+SpST+LvcfKJx48biU7VXS0pKEn8p6WNbW9sbN27IfyQ+fvHFF3X51rqkjPjv1KlT5fNsl5ky1XfHFG9Zl5TR8pO8du2a+H8qvaTYvXv3X3/9VfeUEY+ERYsWia9Sulz8ZcU30v1ukDL6wykLKn9+g9P/uUDKmNDMXbZMSpm9e/fyG6Da9/smJ9t2d1FNGadRs9VGiaqnn37axcUl44lx48a5urpqeWI7c+bM22+/PXv2bOmSGjVqFBUVSR+LD8RNKX2J4nmwZ8yY4eXlJV1iY2Nz/Phxtc92apdZpKeni3/3v/DCC88995yzs3NqaqqWJ+zdu3f369dP+tjJyWnPnj1qr/bgwYOaNWvKe48UnyDl3UhlfmsdU0bcSJs2baT/I2WmTPXdMcVb1mWtjPaf5JAhQ8Q2HhMTM2DAgEcqS3+0rJURRDrLL0DLV1D6y5Z5N0gZ/Zm7YAU5Uslp3trh6HcnSRlTmenL/aWU2bJlC78Bqpv4B27v4bNUU8Zl+mIdl8tYWVndunVL+ljUjPyvdk1SUlLkvS9l7pWRJSQkNGvWTNxbe3v72Cc6deqk+14ZmbiHc+bMeeedd7R81cCBA+XFyzt27Bg0aJCmXRRNmzYtc+eH9m8tEX2guJBZfPzMM88ofVNfX9+5c+fquFemqu6YllvWZa+M9p+kqNLXX3+9a9eu0v5XHffKlJaWXr16tWfPnvv27dNxr4ymu0HK6I/r1AW0SJUsBP589z5SxiTG5X9HyQsODuY3gB54+4XUaDNcsWNqvTRiTdhmHb9cPKmI50L5SVF+qtNEPNm0aNFC+rjMtTIy8Y/p0NDQRyqrZ8qbMo+eLLOoV6+epq9KT08XYaG4A0B8Ki5UvXE/P7/hw4dLH48ePVppSYrimlMt31piZ2cnr8Z99GT56ssvv6x03x48eNCuXbvr16+XmTJVeMe03HKZP2pdfpKvPiG9zFSutTIiiMWjSNztR39dK7Nx40bd7wYpoz+cSLIKZ/mKMN0XApMyhpohq1ZLKePj48NvAD0Qv9a95i2XV/7Wf3nUP70D8/LydPzyzZs3T5gwQX6BacqUKapPPEOGDDlz5oy4zcuXL4somTlzpnT5hg0btL+DSRIdHd2hQwdpL5Hi6hndU6Zv375xcXHZ2dmZmZkLFixwdHTU9FWrV69Weo1M/I2kdSrS1cTdSEpKEk/qjRo1io+Pl64jPhANd+DAgZycnNjYWPGx/L5l7d9aIh7qvXr1SkhIyM/PF/8VHy9fvlz1vu3YscPZ2VlTylTHHdNyy2WmTJk/Se2vqZX5P3fUqFHh4eGP/voOpubNm4tHi0icS5cuSQuctdwNUkZ/evd3IUGqcCZP/UjH8xuQMgY/P7ZQ5jssUCVEZGzetnuJX6jPivWf7/5a01FbNFmyZEmTJk2ef/75iRMnyitsFJ94YmJi3njjjbp167Zt23bhwoXiCVu6XPxzfN68eQ2fmD9/vupxZaRXW+zs7MSTrvSp4uoZtc92apdZiK969913GzRoIJ7LR44cKf5Nr+k58rXXXlM60rT4tHPnzvKNP/300y1bthwzZozifhRh//79IrOeeeYZ8V/x95Uv1/6tJUVFRaJmxF+zdu3a4r/Lli2TX91TOgxP9+7dNR1XpjrumJZbLnOtjPafpPaU0bRWRvH6hw8fFvmrdLnINem4Mp06dZLWxGi5G6SM/nTpPpT+qNrp09/lQsJlUsZop+vadXLKpKWl8UvAROn4Zl3AwA9UfgR6YPtKH+KjOs5vcPKn06SMcc7LYeFyyiQlJfFLAAApY9rqN+lCeVTT+Q327T9IyhjhtNgQKaeM/MI8AJAyJvtTJjuqc0LXbyFljG3qb4ySU4bzYwMgZUxbWnomtVHdM3vuUrVvayJlDDhyyiiuUgQAUsb0cAIm/czQkZ4Xf7lCyhjPzPb1lVJm586d/B4AQMqYsO9/OEtn6Ge6vjVU6fwGpIwBx80/QEoZ6bgRAEDKmKrj//6ZyNDnQuBD3x4nZYxhXP93wN/AwEB+DwAgZUzYZ1/EUBh6Pr/Bts/3kjIGnw+X+8nLZfg9AICUMWFRO/aRF/qfJcuCrl67TsoYw1oZQcfzM6MySkpKzn3//fGdO49/8cUvZ8+q/42v4aCuWk6MrOj8+fP9+/evV69e27Zt5XP7HTt27L333rOysmrZsqW7u/vt27eVvuro0aM2NjbW1tbimtIlhw8ftrOz03Q8Yu1nVG7cuPGgQYMSExMVv0TcWrt27ZRu5M0331S6RP74m2++kY4n27Fjx927d6teQe1tgpSxXJFbvyQsDDITXGf7fn2ApDCGlFF7PHVUoZycnIMhIanTphVMmSLmmpfXvyIitLRCuS6X/Pbbb6JIRMHcuXNH/A8dP368dHmvXr3279+fmZmZkZExbdo0pVMWCx06dIiNjRXXkc64VFxcbG9vLz7V+LSk9Yj4IpUWL17s4OAg/9EPP/zQ/okff/xR8foisHbt2qV6CyLImjVr9vXXX4sf2qVLl+RTMyp+X7W3CVKGvTKMnqaWlb39yz0n9RwUPszZ8RM/ksIYUiY5OZlfBdXqcGTkfTc3qWOkyXZ3P/6//Q1VkjKiXcLCwrTfjXv37llZWSldqHQe7JCQECcnJ21PS1pTRvouderUkT/19PT09/f38/MTIaV4fZEp7dq1k3tO8dzLGzZs0P4t1N4mSBnLtffrQ+RFta/2bf56j0595rw77F9jJtyb7Cr9Kvcf4f6cfyhJYfDjygji3+v8Kqg+eXl5Py1Zotgx0hwNCKjClGnevHlAQEDLli0bNWo0adIktS8aRkdH9+rVS+lCxfNgZ2VlNWvWLCEhocIpI25h0aJF3bt3lz4VhSTuz80nGjduLD5VvP7UqVPl8yfLt2BrayuurOVbaLpNkDKWi3cwVcfUqPtKmzZvDu3+XuCgURecJ6r+Ev/ZzbN225H0hJGkDGtlqlVycnLi3/+uuhXEz58vnvirKmWefvppFxeXjCfGjRvn6uqqdIX4+Hhra+tz584pXa54HuwZM2Z4eXlJl9jY2Bw/flzt3dCyVkYQOSXv59u9e3e/fv2kj52cnKQTKct/l/T09DZt2kgPP/mmnn32WbV1Il9B022ClCFlmMpOnec6vv6qo+c7H+wYPj5t4mTVX9zy3HFzf6nD6Bd6TaEnSBlLkJOTc3rhQtUN4bifX0lJSVWljJWV1a1bt6SPRc00adLkL7/ojh8XdfLvf/9byy0kJCQ0a9ZM1JW9vX3sE506dSrXXpnS0tKrV6/27Nlz37590uUDBw6UFyDv2LFDXqkj34ivr+/cuXPLtVdG022ClLFcV5OuUyEVnuat/tbndaf5TsOOjJ6gpV2UxqP/5KdshtmOmk1PGGpqbdpGyujTv9ate/DXreCem9u3UVFV+AKTCAj5hULxQdOmTeU/2rVrV6tWrX7++Wftd9LJySk0NPSRyuqZcr3AJKSkpLRo0eLevXvp6ek1a9ZU3GEjPhUXKl7/wYMH7dq1u379uuJamY0bN2r6FlpuE6SMBe/75cQF5Zma9V9t95LDyLfeXzt4TJLLJN3zRZ4Y17+LjhHT5uMAksJQ0zB8q2LK8HugumVmZMStXHnX3V3aCjI9PA6uXZuXl1fJlFG8ZPPmzRMmTJBfYJoyZYp0+erVq1u3bn358mXt9zA6OrpDhw7FxcWP/rp6pgIpI4waNSo8PFx8a6XXucS9khbHKF5/x44dzs7Oiu9gat68ubg/IoYuXbo0duxYxW+h5TZByljwr5jbdwgU7dOg8Wvd7N/5sM+Qr0aOv/2/RbsVmz+mTmvUbqSUMnWCN5IUpIzlyM/P/z46+lhk5LHNm3/617+kaFANAtVlKNovV/zyJUuWNGnS5Pnnn584caK8p+0pFbm5uUrft7Cw0M7OLi4uTvpUcfVMxVLm8OHDXbt2fe2115TOuy4+7dy5s9L1S0tLu3fvrnhJbGysdFyZTp06KS2v0XKbIGUs+6dMr6hMK+tuA7r1//S9ET+Oc6lMuyjOgylT+jo4Sx1jZT+WniBlUNnfXU/xHAFSBqSMwuFe2tv1cH57UMSQsSmTJldVvihO2Gh3qWPEWPf2oCcMOK3XbZI7xs/Pj18CAEgZ02bd1tEy8+W5pl16dOozq89QxcO9VNNcdPes9eIIOWVsXebREwYc23URcsoEBwfzSwAAKWPabF/pYzmHe7G26T60+3sBA9Uf7qWa5q67+yudx8odI6b5P1fSE6QMAFIGVaPj3waZ9+FeOrXv5eY4eOvQsdoP91J9M2eQq2LHiKm1bjM9YcCxC9tIygAgZcxH7/4uZpYvTVr+93Av/xozwSDt8pejs0/2VOqYJq87ExOGnS5r18sps2XLFn4JACBlTJvTQFczONzLSy/+93Avv7pMNni+yJPm4dH8lVFKKWM3ZBYxYdjpHhwmp0yUhgO1AQApYzK8/uFjivlS7/lO3ezf8Xzng10jKnu4l2qaB1OmDH9nolLHiHlp6iJiwrAzcFUQKQOAlDEfYRs+M6HDvTh1dfr0vRH/HutihO2iNFvHT1XtGDGNvYOICcOOh1+AnDLy6WwAgJQxVcZ8RknpcC9jHd5f/8GYajrcSzVNovtUxXdfy1PTdniNiChiwrCzwMdHTpno6Gh+CehBcXHxgQMHg4LXh4RtPHL0uKYTSSodz1eJo6OjltMaKGrQoIGOX3v06FEbGxtra+tjx45Jlxw+fNjOzq6wsFDTN9JySWxsbIcOHWrVqiX+GxMTo8tXKZ1eu2bNmq1atRozZoziSbxVj1ms6XIOG0jKWChjO3dBg8avvdmx96w+Q2NGOd8zyleOypx7bm5d/zZe7S6Z5t0nUhKGHauNfznU78GDB/klUN1ycnIWLva1atpF2sZb2r7lHxCkeytIoqKievTooctT9d69e6XTTevytaI5RH/s379fOuOSSC57e3vxqcanJc1Rcv78+aZNm4qCEX/fAwcOiI/lHNExZcR/i4qKrl696ufn17Bhw7Nnz2r/mShZunTpwoULebyRMhaqRZsehs0Xa5vug54c7uXs+Imm2C5K8+kwd7Ud8/jgeB94EROGnZfDwhVT5vTp0/wGqG4rVq2tWf9VxU2+7vOdIjaV48zYd+7cad269ZUrV3R5Uu/evfsff/yh49cqnQc7JCTEyclJ29OS5igZM2bMunXr5MvDwsLEJeVNGZm/v//QoUN1T5mdO3eOHTu2tLSUxxspY6EGDHHX/ytHndr3mtRzkAEP91JN8+MUT00dI8bmwyXEhGGnx5pQxZS5efMmvwGqe5fMgMFqjvgwxWO2ppeZVC+cNm3aqlWrdHlS379/v3xabF2+VvE82FlZWc2aNUtISKhYytja2t64cUO+XHz84osvVjhlkpKSmjRpomPKnDx5snfv3vn5+TzeSBnLNXvucj3kS6Pmrzt27mskh3upprnl7mFtP1pLyjznH0pMGHZGrAxUTBl++1e35ORk25d7qv5CcBowXj5/tfZWOHXqVI8ePaTuKfNJvXv37pcvX9b9axXPgz1jxgwvLy/pEhsbm+PHj5crZZ599tmCggL5cvGxuKTCKfPgwYOaNWvKf6RlQYyInjfeeCMjI4MHGylj0cI3fVFNJwp46UWHod3fCxw0yqgO91J9M9lpkpaOqd12JCVh8Jm+3F/umKCgIDZ/498r4+Dg8Ouvv+qyf+LgwYMffPBBxb42ISGhWbNmWVlZ9vb2sU906tSpkntlWrRoIX0sokRxbZD4+Jlnnilzr0zTpk3LvOd37twR9fbLL7/wSCNlLN1PP5+rwhMFSId72THcSA/3Un3z5YSpWjpGzAu9plASBp9FS5fKKbNz5042fz1Y7r9a/MNG8RdF7ec6rt+wSfdXcHR8k44Il5MnT1bsa52cnEJDQx+prJ7RPWVU18qMHDlS+tjOzu7ChQvyH50/f/7ll1/WnjJ+fn7Dhw/XnjJFRUX9+vX79ttveYyRMniUfTenMvnSvNXfnLo6LexvGod7qab53WNq/ZeGa08Z21GzKQnDTrMNmxVfXYqLi2Pz14Pbt2/P/XhJ3ec7Sb8xGrfq9qm3v6aX9rTvO1H8U6Vrimf0Hj166Pi1SqKjozt06FBcXPzor6tnypUy586da9q06YEDB3JycmJjY8XHP//8s/RHPj4+vXr1SkhIEH9r8V/x8fLly9WmjLgPSUlJomMaNWoUHx+v/Z67urpGRETwACNl8F/lehNTzfqvtnvJYazD4xMFmNbhXqpp7ru59XVw1t4xj/fK/GMZMWHYsQ/doJgyFy9eZNvXj8LCwt1f7gtYuXZlYMiBAwe1H1dGy+4TLSnj6Oio/ShBmm5T3Dc7Ozu5axVXz+hyJxVvdv/+/aKEnn76aXGh4ju6i4qKRM2I71K7dm3x32XLlknZ9EjluDLia1u2bDlmzBjFvTgcV4aUgU7KfBNTg8avdbN/Z1afoV+NHH/Pwl45KnMCR7qX2TFi6gRvJCYMO72D1iqmTFpaGtu+CT9DGPHT9rBhw/z8/Ph/BFJGr9S+icnapvuAbv19B4w0j8O9VNOcc/PUpWOs7MdSEgafcQErFVNG/pcxULV+//33Jk2a/Pnnn/woQMroj/QmpvpNuvTtNXJSz0ERQ8ztcC/VNHfc3F/pPFaXlLHu7UFJGHy8fP3kjlm/fj0bPgBSxnz8+VvS6b/Puj/FjTop1/z9PVddOubxml+XeZSEYafWpm2Ku2T27NnDhg+AlDErhTNnkiblmoOTPHXsmMdnX/rnSmLCsNNqfaRiynz33Xds9QBIGbNSFB5Oneg+qe4ejdqN1D1laq3bTEwYdroFr1NMmStXrrDVAyBlzMrDkycJFB3nwZQpA9520b1jmrzuTEkYfFz8VyimTGZmJls9AFLGrJTevUuj6DjhYz107xgxbd6fTkkYfKGM4nF+eaMsAFLGPBUuWkSmlDm/uHvWenFE+VLGdQExYdh5LWS94i4ZjpEKgJQxT8VffkmpaJ97bm6duowtV8eIaewdREwY1RFlYmNj2d71+ruluPiHH344dDjucFzcmTNntR/tV+nyI0eOvPvuuw0aNGjZsuXkyZPT09NVv/b3338fPHhwwyfEB+JTpSs4OjqqPaTe0aNHbWxsrK2tjx07Jl1y+PBhOzs7xbM/KhEPng4dOtSqVUv8V34gaTrwrvxx48aNBw0alJiYqP12hLS0tIkTJ7Zo0cLKykr8xTnFEimD8in55RdiRfvM/2BKeTumpu3wGhFRxIQBp+am7Z8s9VFMmaSkJLZ3vblzJ/vr6P0Xf/k1KfmGmPgLl76Ojtb9HEx9+vT56quvUlNT7927t3Tp0r59+6p+lYODw8KFC7Of+Oc//yk+VfzTqKioHj16qE0ZKSP2798vnXFJJJe9vb3iOQeUnD9/vmnTpjExMTk5OQcOHBAfK55hQPX+y5/evn178eLF8h3Tcjv9+vX76KOPRLGJP4qLi1P79wUpA82KigqmT6dXNM1xV8/ydoyYZt1ciAnDTvvQcMWO8fPz4zi/+rQ/JubqtetSx0hz+bekw4fjdEwZRbm5uXXr1lW9XFwoQkf6WBSA4nXu3LnTunXrK1euqL1lpfNgh4SEODk5abkDqqe/Hjt2rC4pI4h7WKdOnTJvp169euKvycOGlEElYiYoiGRRO7fcPZq/MqoCKWP7gRcxYdgZsTJQMWX27dvHlq43IiyOHD2u2DHSfHPwX5peZtJ0U/fv3/f39x80aJDqH40aNWrJkiV3797Nzs5etGiR+FT+o2nTpq1atUrTLSueBzsrK6tZs2YJCQla/jq2trY3btyQPxUfv/jii7qkjLhxcce6d+9e5u04OjrOnDnz6tWrPHhIGVTQw6NHqRa1774e03tiBTpGTOvpi4kJA06NSOVXlziijD4lJyf/8NPPqilz9Nh3Ijt0TxlpxYlIDbXP8X/88UebNm2k64gPUlNTpctPnTrVo0cPqZnU3rLiebBnzJjh5eUlXWJjY3P8+HG1e3EKCgrkT+XdOVpSRtayZUvx0yjzdtLT06dPn/7CCy8899xzzs7O8t8FpAx0VZqRQbiozhcTplasY8Q85x9KTxhwXgqLUOwYX19fLSs6Ycx7ZcRNffrpp7169VL9Iycnp3/+85/yWhn5RSIHB4dff/1Vl5euEhISRCdlZWXZ29vHPtGpU6eq2itTWloqCqxnz57yHsEyb0fIyMiYM2fOO++8w6OIlEH5X2Py9aVdFOd3j6nlffe1PLXbjiQmDDtDVq1WTJldu3axjetZFa6VETVTr1491cvr1Kmjdq2M2ncVqSXqJzQ09JHK6hklo0ePVlrjMmbMGF1eYBJSUlJatGgh3c8yb0cirqz27wtSBmW9xnT8OPmi+O7rt7qNq/AumVZvuxIThp2PfZYppszFixfZxvWsku9gGj58eHx8vLj+jRs3vLy85LUyitd0cHBYtGiRtFfmk08+efvtt8sVSdHR0R06dJAWgyuunlG9prgnTZs2PXDggAim2NhY8fG5c+d0TJlHT9b0hIeHa7+dvn37xsXFib9IZmbmggULHB0deQiRMii/vLwCT08iRhr/Ee4V7pjHa35HzSYmDDit121S7BgfHx9eXTKIch1XRmn3SUxMzBtvvFGnTh0bG5tp06ZlZWWpVkJiYuKAAQOee+L9999X+2Z7TSkjHhJ2dnaiHqRPFVfPqN/JtH+/yJ1nnnlG/FfcN+3fRenTw4cPd+3aVfvtiDsgHUdH9M3IkSNTUlJ4/JAyqNBrTJxa8sn87OZZmY4RYz3Lh54w4AwIXKOYMtu3b2frNp9niKd4jgApA804Vp6YO27u1vajK5kydYI30hMGnDnLfBVTJj4+nq0bACljKQrnzLHwlPHoP7mSHdOg/WhiwoDTan2k91/l5eWxaQMgZSxF8b59ltwx+1wq+9LS41eXenvQEwacvqvXKnbMli1b2K4BkDIWpDQz02I75obH1PovDa98yti6zKMnDHhkPKVXl06dOsV2DYCUsSxFK1ZY5oF9+zo4V75jxLSY709SGGq6rF2v9OpSTk4OGzUAUsayPDx50gJTJni0R5V0jJha6zaTFIbaJTPLd7lix0RERLBFAyBlLE9BQcGMGRbVMRfdPauqYxp1Hk9SGM8umRMnTrBBAyBlLHLHTHS05XTMXXf3VzqPraqUafP+dJLCUPPhcj+lI+Px6hIAUsZS5eVZzo6Zme9PqaqOeZwyrgtICoNM+9BwpV0y0dHRbMoASBl2zJj5HJ3sWYUdI6axdxBVYZCZvtxfaZeMfKh7ACBlLFFpbq7Zn5IpzcOjUbuRVdgxNW2H14iIoirYJQOAlIFRKN6507zffT2414Sq3SXTrJsLVWGQcfVfoZQyGRkZbMIASBmL3zFz964Z75jZOn5q1XbM44PjfeBFVeh/bNdFKHXMrl272H4BkDIw5x0zV9w9a704ospTpvX0xYSFMeySSUtLY+MFQMrAbHfM3HNz6/q38VXeMWKe8w8lLPQ81us3sUsGACkDrTtmtm41s5T5dJh7dXRM7bYjCQv9z7iAlUopk5yczGYLgJSBwo6ZjIwCd3ez6ZgTrp7V0TFiWr3tSljoeVpsiFTqmKioKLZZAKQMVHbMfPmleXTMLXcPa/vR1ZQytqNm0xbskgEAUsYoFRQUzpljBinj3HdSNXWMGOtZPrSFPqdJ+GaljomMjGRjBUDKQL2Sn3829Y75YsLU6usYMXWCN5IX+hxnlV0yV65cYVMFQMpAo6KgINPtmN89ptZ/aXj1dUyD9qNpC8OeBDs8PJyNFAApA20er/81zTdm33dz6/Wmc7XukrHu7UFe6G2sNm5d4OPDLhkApAzKrXjfPlNMmcCR7tXaMY/X/LrMozAM+NJSWFgYmycAUgY6KCoqnDfPtDrmrJtndXeMmJbz/CkM/Uy34HXeKhITE9k6AZAy0EnJhQsm1DF33Nxf6jBaDylTa91mIkMP0zB86ydLfTgJNgBSBpXbNRMaaiop8/f3XPXQMY06jycyDHW6paCgoPz8fLZKAKQMyqE0M7Ng+nTj75iYiVP10DGPzyLZfxqRoYfpHhzGS0sASBlUjYcnTxp5x6S6ezRqN1I/KdPGdQGdYZCXlmJjY9kYAZAyqKDiyEij7ZgHU6YMeNtFPx0jpuniQFJD/y8tBQcHFxYWsiUCIGVQUQUFhfPnG2fKhI1211vH1LQdXiMiitTQ/0tLnG4JACmDyipNScmfOtXYOuYXd89aL47Q3y6Zri6khv5fWjp48CAbIABSBlXg4dGjRtUxd93dO3UZq7eOeXxwvA+8qA1eWgIAUsaEGdV7s+cMctVnxzx++9L0xdRG9c1ba0J5aQkAKYNqlpdXMHeuMXTMcVdPPXeMmOeXryU4qmmahG9etHQpLy0BIGVQ7UoSEwvc3Q3bMWkeHs1fGaXnjqnddiTBUU1Ta9M2L18/XloCQMpATx5+841h3309pvdE/e+SaengSnNUx9TctN3NP4CXlgCQMtCrovBwQ6XMDmcP/XfM4zW/o2aTHVU+NSK3j1mxSrVjDh06xFYGgJRBdSopKfD313/HJLpP1ee7rxXHepYP5VHlM3BVkGrHhIWFFRcXs5EBIGVQzQoK7uv3uHn33Nze6jbOIB0jpl7QRsqjascxKES1Y/z8/DIzM9m8AJAy0IfSu3dzvbz0ljLLhrkZqmMatB9NeVTtdF27TrVjfH19U1JS2LIAkDLQY838+Weup6ceOuZnN09DdczjV5fecSM+qnDah4Yv8VZ+67WPj8/ly5fZpgCQMtC34itX8qr57dm33T2s7UcbMGVsXebRH1U1rddtUj07gXD69Gm2JgCkDAyj8NSpB9WZMpOdJhmwYx6/E3uePwlSVYfCm7tsmWrHHDt2jO0IACkDQ8o7cKCaOmafi6dhO0ZMrXWbqZDKT/2NUbN9fVU7JiYmhi0IACkDw7sXFVXlHZPsPrX+S8MN2zGNOo+nQqrkkL4fLvdT7Zhdu3aVlJSw+QAgZWAUbn/+edUe2Levg7PBd8m07j+NEKn8ofDUHtJ3y5YtnJ0AACkD45K6Y0dVpUzwaA+Dd4yYNq4LaJHqOKRvWFhYbm4umwwAUgZG57fPP6/8KuBzbp7G0DFimi4OJEcq0zGD1R3SNzAwMDs7m40FACkDIxW/eXNlauauu/srnccaQ8fUtB1eIyKKIqnY1I7YNsl/hdpD+mZkZLCZACBlYNTOf/XVPTe3iqXMzPenGMsuma4uFEmF33ft5atmna+Pjw+H9AVAysA0XIqOvlv+o+cdnGQsLy09PjjeB15ESQXGdl3EAh8ftR3DIX0BkDIwJYknTmR5eOjeMWkeHo3ajTSelGk9fTFdUoHzK6mel0DqmLNnz7JRACBlYGKufv99qm7naXowZcrgXhOMp2PEPL98LWlSrkW+AwLXeKsTEBBw7do1NgcApAxM0o2rVy/OnFlmykSO9TCqjqnddiR1Uq6D4LmoW+Qrve86MzOTDQEAKQMTlpKScvTjj7W8remKu2etF0cYVcq0dHAlUHSchuFb1S7yFaKiovLz89kEAJAyMHni3+W7vL3VLp255+bWqctYo+qYx2t+h8+iUXQ82bXak0RK51fivAQASBmYVc1sXbPm2vTpSinzyQdTjK1jxFjP8iFTypwua9drWuR76tQpHvMASBmYm8LCwi937/5h1iy5Y064ehphx4ipv2oDpaJ9ka/T6mC1O2P8/PySkpJ4tAMgZWC2Tp48+dX8+ffc3G65ezR/ZZQRdkyD9qOJFe1H8h0XsFJtxwQHB7PIFwApA/N37dq1rcuXTx3sZpy7ZKzfcaNXNI196IY5y3zVdsyWLVs4SSQAUgaWIicnZ0N4RI+BnjXaDDe6Nb/OH5Esat+p5KxhZ4wQHR3NIl8ApAwsi3jmO3jwoMeHHzfpaFzvYGo5z59wUVoZ02NN6CdLfdRGjI+Pz8mTJ3k8AyBlYKEuXrzos2x572FexrN75tmQSPJFHuv1m6Yv99e0MyYgIODKlSs8jAGQMrBoGRkZX3zxhceHH7d63dngHdOo83jyRV7eO3BVkNq3W0v27NmTk5PDAxgAKQM8Ki4ujouL8/ZeOnic1+OTBhjwLJL9PIkY7ct7pXcqJSYm8rgFQMoAf3Hz5s2wsLCPFyzq6uRuqJRp47qA5b1alvf6+PiI6CwsLOThCoCUATTunhHPl4Z6vanp4kBLXt7bc02IpuW9QmRkZFpaGo9SACBlUPbumYiICPHcOW7KP/T5/qaatsNrboiy2OW9Hy7307K89/Tp07zdGgBIGehKPGuePXtWPIMuWfLpsAmzGr46Rh+7ZLq6WOYpIcdpfkWJ5b0AQMqg4vLy8mJiYsSz6aLFnw4YPaP+y9V7ooM2gz+0qJeTOoZs8PTz1xIxLO8FAFIGVUB+vUkEzZDxMxt1qK6XnFpPX2wh77J+a03obF9fLRHj4+Nz5MgRlvcCACmDKnPlypWwsDDxLLtkyafjpvyjRZfxVX9QGZ9gs3930oDANQt8fLy1ioyMzMjI4CEHAKQMqlhJScn58+eDg4OlZ1zXaXPte7lW1WGCHx/PxqxX9Y5ZsU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XFxaWqt8oIAQEB0h5CZW6VkYknO3v27D59+pAyMCbyjjL6j9bPvek9a/FPil2Xr/5BmphPyhhXxKhM+8uJso3Rou82q04b/c3mZdt+LNcHTD179jx27Ji2b9GrVy/x5i2/i1taWuq+XZ2zs/OaNWseqe09oyw9Pb127drK20LEVXHjo8f7xHz99dfqD6vtdvlpijuo7CujvmvwvXv3OnTocOPGDf1TRsjLy7OwsCBlYDQ07iij/7Bo2mX46KkbN4efS7xIo5hwylis+Lq960zjihhp1G7/v9P+fvXVV6zvRic5NXXK+g3ynr/1wzb5bNiYm5urf8rs27fPwcFBxz03bNjwwQcfyB8kybvUaLtdhUKhsLOzk7YSKe89o3K35cuXq3xEJR5Q2pElISGhRYsW4nFEQFy4cEHedVfb7fLCx8fHi8CKiooSP5Do6Ghx+ezZs+pPcMuWLW5ubmWmjJOTU0xMTE5OTmZmpq+vr6OjIykDo6F7R5lyjV5Oo4NXrD1y7ASxYkop89+IeddLBIHRRYw83NxnSxtmNO5gAQNXUFAQFhE5/98/LP4+fPN/9mg8rl7jzh8S8ZasvtO3yn0WL17crFmzf/7zn2PHjlV+kWi7XSYWxsbGRhSAnE3y3jMq9+zcufOhQ4eUbxFXu3TpIl0WISLNH9OpUyd5HxpttysvfEREhOinp59+WvwZGRmp8QmWlpba29uXua+MWPh+/fo1bNhQJNHw4cPN/ANZUsbI6L+jjP7Dxs7Z55PPdu05wBHdRp0yJhAx0ujl4iGlzKlTp1jloeeHLCBlYDQqsKOM/qNJi+7jJ/n8O/yn879dpmCMKGVMJmKk8aLDOKb9BUDKmKYn3FGmXMNlyMTVX244cTqelCFiqnk0eWWklDIBAQFM+wuAlDEplbijjP6j82vv+P1reczBI2Z7RDcRU/3Dd/4iqWauaDmJDwCQMkbJd+Gy6k8Z5Y+fvGct/nFn1MXfr5EyREw1nIxJ2L9/Pys+AFLGdAwZMa0GU0Z5QuH3XD2+2fi9mUwoTMTU4ER533//PSs+AFLGdHTs7mIIKaM8XnN4L3jF2tijcaQMEVOJw37gJCllVq1axYoPgJQxHbUbvGJoKaM8ofBMn0+jdsWY3oTCREz1D6vubn7/p7CwkHUfACljCi5d/sNgO0ZlQuFRY7z+Hf6TyUwoXFMR03jpGjOMGGnUeX6YnDKcjAkAKWMionfHGkXKKA+nAR+sWP3NLyfPkDLljZi2AzxrtTPHiFE5RTYT5RmdkpKSY3En1234d9i3359NOK/5jUfTPL/KHB0dy5wWT+U+ZT7mgQMHrK2trays5NN77d2718bGRtsB/9qmJI6Ojrazs6tTp474U1xWvn+PHj1UHkH5oWrXrt26deuRI0fK5yvQ/YBpaWljx45t2bJlo0aN+vXrt2/fPm0LqfGRtU0TrG0J1Rd+3bp18lmilI0YMSIsLEzb48tXmzZt6uLiIh+EqO3pPOHPlpQxMstWbTC6lFGeUNh3YVDMwSPGOKEwEVMjY/SEWVLK7N69m9XfWBQUFPgHrWnT/QPpH/EVx4nLQ77ReFrsR9rn8N20aZODg4PulNF2Hx1fJb07RkRESGdcEktla2srrmr9j76mh0pISLC0tIyMjMzNzY2KihKXz507J99/4MCB4eHhGkNB/PngwYOrV68GBgY2adLkzJkzZT5g//7958yZk56eLv4qJibGyclJ20JqfGR9pkhWXkL1hS8sLGzVqlVSUpLyl4irIpvEX2l7fPn2rKysRYsW9ezZU/fTke9fsZ8tKWNkpngvMd6UUT6ie9LUeT9sVyRe+p2UIWJ0DKchU6WUWb9+Pau/sVgZur7O88OU/x0bvTziu63lODP27du327Zte/nyZR3vxDruo+OrVM6DHRIS4uzsrM/bvLKRI0eqnN1a+bSRFy5c6NChg7yZR9spIZcuXfree++V+YAWFhb5+fl6toj6I5c3ZTQuvFgBZ86cqfwlM2bM8Pf31/H4yrfn5eXVq1dP99OR71+xny0pY2R6Ob1vAimjfES3y5CJoes2Gf4R3URMjQzb3uOllBH/12T1N5ZNMkPGzlX/p/SY6a9/K3h6en7xxRe634l13EfHVymfBzs7O7t58+aJiYnlTZn27dvfvHlTviouP/fcc8r3nzx5snQCbR0pc+3atWbNmpX5gI6Ojt7e3levXtV/IZUfubwpo3HhMzMzxQ/qzp070o3igrialZWlT8qIH/LChQvt7e11Px35/hX72ZIyRqZZmx6mlDIqEwr/a+nqA4eOGeaEwkRMjYxmHUfJe/5yimyjkJSU1N5+jPo/pbPrTI3/gurvhSdOnHBwcCgpKdHxTqn7Pjrev5XPgz19+nQvLy/pFmtr69jYWI2Lp74jyDPPPHP//n35PvI2Hvlbp6ent2vXTnq+2lLm3r17tWvXLvMBxUNNmTKlTZs2jRs3dnNzS01NLfNnqPzI5d1XRtvCi2UIDg6WLn/++efTpk3T/fjKtyh/PqXt6Tzhz5aUMSbVefalmj2i23vW4p8UuwzqiG4ipsYPYrp8+TK/BAyf+F/4W0M/Uv+nHDNlkcbdZdTfXHv27Hnp0iXdUaL7PvpsikhMTGzevLlYWltb2+jHOnXqVFlbZYSAgAAfHx/dW2UsLS3LfEBZRkbG7Nmz+/Tpo89WGfmRK7BVRuPCX7lypW3btg8eExfkzSq6t8qUlpaKe/bq1Wvnzp26n47+W2U0Lh4pY0x+OXnWHFJG+Yju4aOnbtwcHn/uNxNLGSJG/yGnzJEjR/glYBT8AkNUXtsiSVeGbtDzExw9NyTouI8+79/Ozs5r1qx5pLb3jD4pM2LECJX9OeRjfOT737t3r0OHDjdu3NCWMoGBgUOHDi3zAZXl5eVZWFiUuZDKj1yxlFFfeGHIkCFbt27dsmXLsGHDyvxRK9+enJzcsmVLsfA6no58/4r9bEkZY2KMR2JX1ujlNDp4xdojx04Ye8oQMeUdc30XSimzfft2fgkYhfT0dK+PP5P3/G3wousnfssKCgr0TBltf6vPu6ae798KhcLOzk7aSqS894yeixcfH29paRkVFZWbmxsdHS0uy8c/K99fvOu7ubmphIL4pteuXRO18eyzz4rHKfMBnZycYmJicnJyMjMzfX19HR0dtS2kxkeuWMqoL7xw/Pjxbt26de3aNS4urrz/KK6uruvWrdPxdOT7V+xnS8oYk01bdpptysij/Yt9fD75bNeeA9V8RDcRU+NTy4j/n/FLwFiIcNnw3bbFgWv8P//q39t+1jhrS5mbXiqQMvo8plgYGxsb8YYqXVXee0b/0oqIiBAN9PTTT4s/IyMjNd6/tLTU3t5eZfeRp556qlWrViNHjpSPMdb9gGLx+vXr17BhQ/GmPnz4cI1zRep45ArsK6Nx4eXP9RwcHPTZPKbyhXv37n311Vd1PB3l+1fgZ0vKGJN13/xAyih//DR+ks+/w386/9tlA0+Zpn4riJgKj0nT5nIQE/TcwACzfoXwIzAKfgFrKBiNY8A7H67+csOJ0/GGljIiYqz6TCRHnmSM9/SRd5fhlwAAUsa4LfRbRbXoHrZdB/r9a3nMwSOVfkQ3EVNTw3XcDDlltO1vAQCkjHEYP9mXWNF/QuEpXvN/3Bl18fdr1ZwyREzljiEffMTUMgBIGVLGfMfTDW3fc/X4ZuP3TzihMBFT4+cuEFJSUvg9AICUMWJvDRhDmjzJeM3hvaXBobFH4yo9ZYiYqhtvDZ4ip4zKOe0AgJQhZcx0tH7uzZk+n0btitF/QmEipqbGq87ucsroPl0OAFIGhq79S32pkEo/onvUGK/vtv54LvFieVOGiKme0dVpopwyCQkJ/B4AQMqQMgzNw2nABytWf/PLyTNlpgwRU52jvf0Yzl0AgJQxEbUbvEJwVMOwsXP2XRi0Z1+s8oTCRIwhpMyhQ4f4PWAUSkpKzh49Gvv997E//PDbmTMa73Pw4MGBAwc2atSoVatW7u7uWVlZKndwdHTUMcOvxrlry5zZ9sCBA9bW1lZWVuK7S7fs3bvXxsZG43zEj/Q+RdQ/NFG+vWnTpi4uLleuXFF+KPF9O3TooHxLWlra2LFjW7ZsKX4s/fr127dvH68lUsbUWL3gSGdU8xHdk6bO+2G7IvHS780XfEHE1HjKKM9iDoOVm5u7OyQk1dPz/oQJYlz38vpPWJh6K/Tu3TsiIiIzMzMjI8PT01O80yv/7aZNmxwcHPQ/Q5O2W1TY2dlFR0eL7yudcam4uNjW1lZcraxvoe3EliLUFi1a1LNnT/mvjh8//vJjyqc06t+//5w5c9LT08XPMCYmxsnJiZcTKcMHTIzKGR2e7xk3wcOppxthUbMpo1Ao+D1g+PauX3934kSpY6SR4+4eu22bji/Jy8tr1KiRfPX27dtt27a9fPlypaeMynmwQ0JCnJ2dK/Fb6DhHt3iO9erVk696eHgsXbo0MDBQZJx8o4WFRX5+Pi8hUoaUYVT+CBrkKv1GPjPRY+RbY8mL6hwvOoyTU0b8T53fAwauoKDgl8WLlTtGGgeCgnR8lYjU3r17y1fFu/sXX3xR3m6QbmnWrFn9+vU7duy4evXqhw8fqtxB+TzY2dnZzZs3131YXGWljPheCxcutLe3l66Klnr22WdTHmvatKm4Kn+m5u3tffXqVV5IpIzJsrHrT1XUwMdMll3zPhyv/Ev5vLvH1IHjiYzqP4KJlDF8SUlJV6ZOVU+Z+HnzxNu5xi+Jj4+3srI6e/asdPXEiRMODg4lJSUVSBk5FE6fPv3mm2/OnDlT5a+Uz4M9ffp0Ly8v6RZra+vY2Fg9U0bHHjnqV2WtWrWSJ0batm1b//79pcvOzs7bt2+XLqenp0+ZMqVNmzaNGzd2c3NLTU3lFUXKmBrmlamRMarn/6j/Xhbjj0mTvf9nQp3nhlEbpAxkubm5pxYsUF9fYgMDpTpRIQJClMThw4flW3r27Hnp0qUKbAJRkZyc3KRJE21/m5iY2Lx5c1FXtra20Y916tSpirbKlJaWXr16tVevXjt37pRuHzRo0NatW6XLW7ZsUdlPSMjIyJg9e3afPn14RZEypAzjSUet+i+dcxurMWWkkeo+af67BE0Vjl4uHqSMcfnPl1/e+/tqkjdx4j5N/3bh4eGtW7c+efKk/ps99K+KlJSUli1bavtbZ2fnNWvWPFLbe6aKPmCS0kosT15eXnp6eu3atZWfoLgqblR5KHFPCwsLXk6kDCnDeNLR7RVHHR0jjyz3ScuGuzd4fijlUaUnLvj+++/5PWD4MjMyYoKD77i7S2tH5qRJu1evVj+r+fLly9u2bXvx4kU9y0Cfqhg8ePDp06fF9xIPK2LF29tb48MqFAo7O7vi4uJHf997pkpTRnB1dV23bp144uPHj1e+fcKECStWrBAXnJycYmJicnJyMjMzfX19HR0deTmRMqZmyIhptEU1j7DBo/RJGTlo1o+a1OIlV/qjik4nyRFMxqKwsPCoQnFw/fqDGzb88p//SNGg/q6vQv3gHW0po22zTWRk5Ouvv16/fv0XXnhhwYIFYjHUv29RUZGNjY0oBumq8t4zZS7ko/LvK6N8de/eva+++mrnzp1VZkgSV7t06SItTL9+/Ro2bGhpaTl8+PDk5GReS6SMqeHM2NU8nm3RTf+OkYf4z+gWt0nP242gQiplDPngI1IGj/Q40BqkDEgZhuqY1ndwBVJGGncnTvzxg8mduo6iRSoxZfbv38/vAQCkDCnD0GvUbvDKtTHjKpwy0rg3YcLecZNf7f4+RVLhMXrCLE5cAICUMREL/VZRGNU2HLs4PWHHKA8mC67wGO/pw+kkAZAyJmL9tz9SGNU2fhr+fiWmDJMFV0rKJCQk8HsAACljxPYfjKMwqmdYWdtXesfI4zcmCy7P+Gj2J6QMAFLGRFy9doPIqJ4xz3lI1aWMPFnwbJfxzK1X5pjru1BOmcuXL/N7AAApY8SKix8SGdUw6jXumDb2w6pOGeXJgplbT9uo+8JwPyXyKWwAgJQxVlYvOJIaVT1c7AdWT8cwWXCZw6q7GykDgJQxKb2c3ic1qnrsH/FBNaeMNG5PdGeyYJXxWn935ZTRdmplGN4m5OKoqN0rVn0VEvr1/gOxGk8kefDgwYEDBzZq1KhVq1bu7u5ZWVnS7fv375dmvBW3f/jhh+onJ1Lm6OioYxZg8SAq9z9w4IC1tbWVlZX47tIte/futbGxKSoq0vYtoqOj7ezs6tSpI/4Ul9W/V4MGDZycnOQzMOg+18HZs2cHDRoknnWTJk369OmzZ88e5XuKJenQoYPKl+/atatLly5169bt2LHjtm3b1B9TxxL26NFD45Jom7M4LS1t7NixLVu2FEso/hX27dtHyqDyjZngQ2pU6XjZxqFGOkZ5suAfPpjMZMHSeHvEdOWUUT+PDwxQbm7ugkUBjSy7SutUq/ZvLA1aod4KvXv3joiIyMzMzMjI8PT0lM8O3bdv359++ik1NTUvL+/TTz8VlaDtG23atMnBwUHbLMA7duzw8fFRuVF6sxffVzrjkkguW1tbcVXbt0hISLC0tIyMjBRPKioqSlw+d+6cShaIvwoICOjevXuZKSOdjvvLL78Uzy4nJyc2NnbAgAHy3Y4fP/7yY3FxccoLIL7k559/Ft/lwoULI0eOVHlM3UsoYjE8PFxjymh8vv37958zZ47IR/FoMTExOn74pAwqjqllqnoEDXKt2ZRRniyYufXc3GfLHRMUFMRvAKPw+Rerazd4RXm1qv/PTmHf6DqruaiWRo0aqd+en59fv359jV9y+/bttm3bXr58Wdu7sr29/a1bt1RuVDkPdkhIiLOzs44FE+kgykO+GhoaOmrUKPUaEMspn1hbR8qIR1u2bJm27+Xh4bF06dLAwEARdvKNI0aMWLt2rYa3baXH1LGEon46dOggd2SZKWNhYaF+JixSBpWMqWWqdDRs2jnvw/GGkDLKkwW/8dpos02ZmT7z5ZRZv349vwGMYpPM2++MUV+5JkyaqfFjJolCoejdu7fKjXfv3hVv7fLWGhXi/f6LL77Q9q4cERExYcIE9duVz4OdnZ3dvHnzxMREHU+nffv2N2/elK+Ky88995xKDYgOE8vZq1evMlPG0tJS2/5eoq6effbZlMeaNm0qrsoLIG7RkTJlLuHkyZOl027rkzKOjo7e3t5Xr14lZVCFYg+fJDiqbozq+T+G0zFMFlzn+WHKny4p7wQAgyXeqtu/2Et95XJ++/2cnByNXxIfH29lZXX27FmVt2pBpIbGt9UTJ044ODhIbaTxXdne3l7eeUWZ8nmwp0+f7uXlJd1ibW0dGxurfv9nnnlGrgopOJS3vijvLvPrr7+WmTJPPfWUfLJulZ1Utm3b1r9/f+mys7Pz9u3bNS6A+mPqXkLxZ3p6ert27aQffpn7yog7T5kypU2bNo0bN3Zzc0tNTSVlUPlSbqURHFU0atV/6ZzbWMNMGWmcNbPJglt3+9vhS+Ldi98AprdVRgSEKInDhw9rfKglS5aob60RevbseenSJW3psHv37nfffVf3ckq7rWRnZ9va2kY/1qlTp4ptlbl3797y5cv79OlTga0y8l8NGjRo69at0uUtW7bI26KefKuMEBAQIO02VOZWGVlGRsbs2bPlJ0XKoJI1afEa2VEV4zXbPobcMWY4WXDHPuOVU+bKlSus/kbhs6XLxX8MlFeuuo07frX2G/V7hoeHt27d+uTJkzrCyMLCQuMbucaNCnLoHDt2TPdCOjs7r1mz5pHa3jMqRowYobInivqOt9JnYfXq1SszZYYPH75y5Ur1v0pPT69du7by0xFXpUO3xAJ8/fXXOlJGnyUUsdWhQ4cbN27onzLSB2caf/ikDCrBO8M8yY6qGGGDRxlFysiTBc97d4JpTxbsPGyqcspo+3gChiYrK8tn7uL6/+wkrVlNW7+2xG+p/MGKbPny5W3btlX/GGjo0KHx8fHi/jdv3vTy8pK3T2h791W5fd++fQ4ODrqXUKFQ2NnZFRcXP/r73jMaP/yytLSMiooSURUdHS0uyx+EKYfCqlWrunXrVmbKSIcjhYWFiUwpKCjYv3+/9FfiRzF+/HjlL5kwYYK0g4v4khYtWogFFmFx4cIF9Z2O9VlCaUuPm5tbmSnj5OQUExMj1rXMzExfX19HR0dSBlUiIOgrsqPSR7NW3Y2oY5QnC14yxGTn1hs9YZbcMYGBgaz7RqSoqGjbjzuDglcHLwuJitqt8aMl9S0r0rEzkZGRr7/+er169aytrT09PeXJhPRMGfHuK974dS+bjY2NeMOW00fee0bj/SMiIkTuPP300+JPsWzqyy8W9c0335RPEKa+uUh5CU+cOCFywcLComnTpv369ZO+aefOnQ8dOqT8TcXVLl26SJdFoEjzynTq1Eneh0b5MXUsoXy5tLTU3t6+zH1lxE9DmtRHJNHw4cOTk5NJGVQJTipZFWNa38HGmDKmPVmw16z/fyJJ8R9Z1n0zp89nIjDrVwg/AiOSn19AeVTuqN3glWtjxhlvyshz65nSZMG12g1dvHiJnDI7duxg3QdAypiOrvbv0R+VOPp2czb2jlEOmh9NYrJglcOXytyLEwApA2MyxXsJ/VGJ46fh75tMysiTBe8c42HUkwX3cvFQTpnLly+z4gMgZUzHpi076Y/KGu3a9TCxjlGZLLh3D6OcW2+8p49yymRmZrLiAyBlTMeFxCskSGWNec5DTDVljHey4DrPD1PeUcbf31/HnPcAQMoYJSbKq5RRr3HHLEM66VKVjvPuRjNZ8Mu9PlTeJMPhSwBIGRP09mB3QuTJh4v9QDPpGHlcNobJgt8Z7aWcMvv372eVB0DKmJpVa74jRJ58HB41xtxSxigmC1Y+Ibag7WTCAEDKGLGkG7cIkSccL9s4mGfHGPhkwc06jlLumMDAQHaUMTrFxcXHjx/fszdmb0zM6dNnNP4LHjx4cODAgY0aNWrVqpW7u3tWVpZ0e2lp6dy5c//5mK+vr7iq/rX79++XJqUVX/vhhx9Kpyt6pHa6aXUHDhywtra2srIS3126Ze/evTY2NkVFRdq+JDo62s7Ork6dOuJP+fTs/9BE+famTZu6uLgonzhM4+MIaWlpY8eObdmypfhRiCe1b98+Xj+kjBlhdpknHMtcXM08ZZQnC362w3ADSRn7gZOUUyY8PJyV3bjcvp3zsyLi/G+XriXdFCP+3IWfFQr1czD17t07IiIiMzMzIyPD09NTPtfSunXrXn311euPiQvffKPhPJR9+/b96aefUlNT8/LyPv30Uycnp7+9pWlPGSkjxPeVzrgkksvW1lZc1Xb/hIQES0vLyMjI3NzcqKgocfncuXM6vpd8VZTZokWLevbsWebj9O/ff86cOaLGxF/FxMSoPBeQMiaOkzE9yWjYtHOe2ezwa1yTBY+ZNFs5Zc6cOcPKblwiIiOvXr8hdYw0Lv5+be/eGB1fIoqkUaNG0mXx9r97927psrjw5ptv6v52+fn59evX1zNlVM6DHRIS4uzsrOPBR44cqXLeafmEjrpTRnpS8umydTyOhYWFdPIpkDLmiEOyn2S4velCvqiPvIkTa3ay4Nrthy5ctIQTYhuv3Nzc/QdilTtGGrt2/0fHB4UKhaJ3797SZdE08jRCf/31V5MmTXR8u7t37y5dulTeolNmyiifBzs7O7t58+aJiYk6Hr99+/Y3b96Ur4rLzz33nD4pIx584cKF9vb2ZT6Oo6Ojt7f31atXefGQMmbKxq4/UVKBUav+S+fcxhIuOiYLjhw7uUYmC36+x1jljhH/eWU1Ny5JSUnHfzmpnjIHDh7SVqXx8fFWVlZnz56VrtaqVevBgwfSZXHhqaee0vrW9ZjIEZUO0JEyyufBnj59upeXl3SLtbV1bGysxq049+/fl6/Km3N0pIysVatW8h7rOh4nPT19ypQpbdq0ady4sZubW2pqKq8iUsa8LPRbRZdUYLxm24de0XOy4GqeW2/A8G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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_T12026_V-60180791_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 14.435.577,08 euros que supone el 22,53% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 21.378.926,38 euros que supone el 33,36% 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 320,30 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_T12026_V-60180791_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO.
a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados.Durante el primer trimestre de 2026, los mercados burs&#225;tiles globales registraron un comportamiento d&#233;bil y vol&#225;til, condicionado principalmente por el fuerte repunte de los precios energ&#233;ticos y el aumento de la incertidumbre geopol&#237;tica derivada del conflicto en Oriente Medio. En EE.&#38;amp;&#38;#35;8239;UU., el S&#38;amp;P 500 y el Nasdaq 100 cerraron el trimestre con ca&#237;das aproximadas del  4,4% y  5,8%, respectivamente, reflejando una correcci&#243;n en los valores de crecimiento y, especialmente, en las grandes tecnol&#243;gicas, ante la revisi&#243;n al alza de los riesgos inflacionistas y de tipos de inter&#233;s. En Europa, el MSCI Europe ex UK cedi&#243; en torno al  2,3%, lastrado por el encarecimiento del gas y el deterioro de las expectativas de crecimiento. Por el contrario, Jap&#243;n destac&#243; positivamente, con el TOPIX subiendo alrededor de un +3,6%, apoyado en la debilidad del yen y expectativas de est&#237;mulo fiscal.Por sectores, energ&#237;a fue con diferencia el mejor comportamiento burs&#225;til, benefici&#225;ndose del fuerte repunte del crudo, seguida de materiales b&#225;sicos; en cambio, tecnolog&#237;a, consumo discrecional y sectores de crecimiento fueron los m&#225;s castigados, reflejando una clara rotaci&#243;n hacia estilos value. El aumento de la incertidumbre se reflej&#243; en la volatilidad: el VIX repunt&#243; con fuerza durante el trimestre, pasando de niveles en torno a 14 - 15 puntos a comienzos de enero a picos cercanos a 35 puntos en marzo, cerrando el trimestre claramente por encima del nivel de inicio, se&#241;al de tensi&#243;n financiera persistenteEn Estados Unidos, la macroeconom&#237;a mostr&#243; una moderaci&#243;n del crecimiento, con un avance del PIB m&#225;s contenido y un mercado laboral a&#250;n resistente, mientras la inflaci&#243;n se mantuvo alrededor del 2,4%, presionada al alza por la energ&#237;a. En la zona euro, los indicadores apuntaron a un crecimiento d&#233;bil pero positivo, con inflaci&#243;n repuntando por encima del objetivo del BCE debido al encarecimiento del petr&#243;leo y del gas, y con una ligera mejora del empleo pese al deterioro de la confianza empresarial.En el mercado de divisas, el euro mostr&#243; una elevada volatilidad frente al d&#243;lar: tras alcanzar m&#225;ximos cercanos a 1,20 USD&#47;EUR en enero, se depreci&#243; hasta niveles pr&#243;ximos a 1,15 en marzo, cerrando el trimestre con una ligera p&#233;rdida acumulada, influido por la aversi&#243;n al riesgo y la fortaleza t&#225;ctica del d&#243;lar como activo refugio. En materias primas, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del trimestre: subi&#243; desde aproximadamente 61USD&#47;barril a m&#225;s de 115USD&#47;barril, impulsado por la interrupci&#243;n del tr&#225;fico en el Estrecho de Ormuz y los recortes de producci&#243;n en Oriente Medio, registrando el mayor aumento trimestral en t&#233;rminos reales desde finales de los a&#241;os ochenta. En este contexto, tanto el BCE como la Reserva Federal adoptaron un tono marcadamente prudente. El BCE mantuvo sin cambios sus tipos de inter&#233;s oficiales durante todo el trimestre (facilidad de dep&#243;sito en el 2%), subrayando un enfoque estrictamente dependiente de los datos. En sus comunicaciones de marzo, el Consejo de Gobierno reconoci&#243; que el shock energ&#233;tico elevaba las previsiones de inflaci&#243;n para 2026 (hasta alrededor del 2,6%) y recortaba las expectativas de crecimiento, reforzando el mensaje de cautela.Por su parte, la Reserva Federal tambi&#233;n opt&#243; por mantener el rango objetivo de los fed funds en el 3,50% - 3,75%, se&#241;alando que, aunque la actividad econ&#243;mica segu&#237;a siendo s&#243;lida, la inflaci&#243;n segu&#237;a algo elevada y el entorno geopol&#237;tico aumentaba la incertidumbre. Las proyecciones publicadas en marzo confirmaron que cualquier recorte adicional de tipos se pospon&#237;a, reforzando la idea de una pol&#237;tica monetaria restrictiva durante m&#225;s tiempo del inicialmente esperado.
b) Decisiones generales de inversi&#243;n adoptadas.
Durante el periodo hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 30%, y hemos mantenido la cartera de renta fija, la cual sigue sesgada en emisiones gubernamentales en euros 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 2,31% durante el periodo y en los &#250;ltimos doce meses ha sido del 2,11%. 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 -0,73%.

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 0,43% 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 0,11%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,39%. I.M.93 RENTA 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 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  -0,95%.En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
2. INFORMACION SOBRE LAS INVERSIONES.
a)	Inversiones concretas realizadas durante el periodo.A lo largo del periodo hemos mantenido las inversiones en las distintas clases de activos, incrementando ligeramente la renta variable al acudir en una colaci&#243;n privada de la compa&#241;&#237;a espa&#241;ola Indexa Capital.

b) Operativa de pr&#233;stamo de valores.
  	La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
c) Operativa en derivados y adquisici&#243;n temporal de activos.
Durante el periodo el fondo se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: Futuros sobre Eurostoxx, Futuros sobre Ibex 35, Futuros sobre mini Dax,  que han proporcionado un resultado global de -25435,01 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 1,06%.
La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,3895%.

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 4,21%. La duraci&#243;n de la cartera de renta fija a final del trimestre era de 9,28 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 I.M.93 RENTA FI, respecto a su &#237;ndice de referencia, en los &#250;ltimos 12 meses es de 0,57.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 1,98 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.En concreto durante el a&#241;o se ha votado en las Juntas de:  TALGO S.A., TELEFONICA, , en todas ellas el sentido del voto ha sido a favor de todas las propuestas del orden del d&#237;a.

6. INFORMACION Y ADVERTENCIAS CNMV.N&#47;A

7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO ALAS 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.Seguiremos ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_T12026_V-60180791_da">NO APLICA</iic-com:AdvertenciasCNMV>
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